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   "source": [
    "# Simulating the Nitrogen-Copper interaction\n",
    "\n",
    "In this tutorial, we discuss how _covalent_ can be used to manage workflows to simulate the quantum interactions between _Nitrogen_ molecules and a slab of _Copper_. The computations for the quantum interactions are performed using the [Atomic Simulation Environment](https://wiki.fysik.dtu.dk/ase/index.html) (ase) package.\n",
    "\n",
    "The `covalent` library allows us to **_orchestrate_** and **_execute_** workflows comprised of subtasks. Once, the workflows have been dispatched for execution, we can query the **_status_** of the computations. As the subtasks are completed, the execution results can be **_collected_** using the covalent results manager. The workflow result, which will become available once all the subtasks have finished running, can be **_collected_** in a similar manner. \n",
    "\n",
    "First, we install all the required packages."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ase==3.22.1\n",
      "ase-notebook==0.3.2\n",
      "covalent\n",
      "matplotlib==3.4.3\n"
     ]
    }
   ],
   "source": [
    "with open(\"./requirements.txt\", \"r\") as file:\n",
    "    for line in file:\n",
    "        print(line.rstrip())\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You might have to install `numpy==1.23` again manually due to a conflict with `ase-notebook` package."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Install necessary packages\n",
    "# !pip install -r ./requirements.txt\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Next, we import the tools from the _ase_ package required to perform computations for the quantum interactions. Note that `ase.calculators.emt.EMT` (imported below) is a low compute calculator, which, can be replaced by a high compute calculator and thus making the workflow more computationally expensive."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import covalent as ct\n",
    "from ase import Atoms\n",
    "from ase.calculators.emt import EMT\n",
    "from ase.constraints import FixAtoms\n",
    "from ase.optimize import QuasiNewton\n",
    "from ase.build import fcc111, add_adsorbate\n",
    "from ase.io import read\n",
    "from ase.io.trajectory import Trajectory\n",
    "from ase_notebook import AseView, ViewConfig\n",
    "from matplotlib import pyplot as plt\n"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Our objective is to simulate the structural relaxation of the Nitrogen molecules and Copper slabs. The Nitrogen molecules are comprised of two Nitrogen atoms at a distance, $d$, apart. The $\\text{N}_{2}$ molecules are placed at a height, $h$, above the copper slab. In order to perform the structural relaxation computation, we fix the distance between the Nitrogen molecules and optimize the height using the quasi-Newtonian algorithm.\n",
    "\n",
    "Now that we have outlined the purpose of the workflow, we can break it down into smaller subtasks (defined below).\n",
    "\n",
    "1. `construct_cu_slab` - Construct a copper slab.\n",
    "2. `compute_system_energy` - Computes the energy of the system in a particular configuration.\n",
    "3. `construct_n_molecule` - Construct a Nitrogen molecule with some spacing $d$.\n",
    "4. `get_relaxed_slab` - Get relaxed slab structure where the height is optimized using the quasi-Newtonian method.\n",
    "\n",
    "The subtasks are constructed below using the [ct.electron](../../../api/api.rst#covalent.electron) decorator. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "@ct.electron\n",
    "def construct_cu_slab(\n",
    "    unit_cell=(4, 4, 2),\n",
    "    vacuum=10.0,\n",
    "):\n",
    "    slab = fcc111(\"Cu\", size=unit_cell, vacuum=vacuum)\n",
    "    return slab\n",
    "\n",
    "\n",
    "@ct.electron\n",
    "def compute_system_energy(system):\n",
    "    system.calc = EMT()\n",
    "    return system.get_potential_energy()\n",
    "\n",
    "\n",
    "@ct.electron\n",
    "def construct_n_molecule(d=0):\n",
    "    return Atoms(\"2N\", positions=[(0.0, 0.0, 0.0), (0.0, 0.0, d)])\n",
    "\n",
    "\n",
    "@ct.electron\n",
    "def get_relaxed_slab(slab, molecule, height=1.85):\n",
    "    slab.calc = EMT()\n",
    "    add_adsorbate(slab, molecule, height, \"ontop\")\n",
    "    constraint = FixAtoms(mask=[a.symbol != \"N\" for a in slab])\n",
    "    slab.set_constraint(constraint)\n",
    "    dyn = QuasiNewton(slab, trajectory=\"/tmp/N2Cu.traj\", logfile=\"/tmp/temp\")\n",
    "    dyn.run(fmax=0.01)\n",
    "    return slab\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Next, we visualize the problem setup using tools from `ase-notebook`.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
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cy=\"198.3419881327525\" fill=\"#dbae7d\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"116\" y=\"198\">Cu</text><circle cx=\"323.9486620089418\" cy=\"198.3419881327525\" fill=\"#dbae7c\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"323\" y=\"198\">Cu</text><circle cx=\"210.1093207603906\" cy=\"228.77053084870403\" fill=\"#dbad7c\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"210\" y=\"228\">Cu</text><circle cx=\"153.18965013611498\" cy=\"198.3419881327525\" fill=\"#dbad7b\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text 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cy=\"228.77053084870403\" fill=\"#daab78\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"283\" y=\"228\">Cu</text><circle cx=\"226.59170834310396\" cy=\"198.3419881327525\" fill=\"#daaa77\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"226\" y=\"198\">Cu</text><circle cx=\"112.75236709455274\" cy=\"228.77053084870403\" fill=\"#daaa77\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"112\" y=\"228\">Cu</text><circle cx=\"320.21240807087406\" cy=\"228.77053084870403\" fill=\"#d9a976\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text 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cy=\"198.3419881327525\" fill=\"#d9a873\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"299\" y=\"198\">Cu</text><circle cx=\"186.1544253015417\" cy=\"228.77053084870403\" fill=\"#d8a873\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"186\" y=\"228\">Cu</text><circle cx=\"129.23475467726607\" cy=\"198.3419881327525\" fill=\"#d8a772\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"129\" y=\"198\">Cu</text><circle cx=\"336.69479565358733\" cy=\"198.3419881327525\" fill=\"#d8a771\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text 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cy=\"198.3419881327525\" fill=\"#d6a269\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"105\" y=\"198\">Cu</text><circle cx=\"312.7399001947385\" cy=\"198.3419881327525\" fill=\"#d6a168\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"312\" y=\"198\">Cu</text><circle cx=\"198.90055894618726\" cy=\"228.77053084870403\" fill=\"#d5a168\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"198\" y=\"228\">Cu</text><circle cx=\"141.98088832191166\" cy=\"198.3419881327525\" fill=\"#d5a167\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text 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cy=\"198.3419881327525\" fill=\"#d49e63\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"215\" y=\"198\">Cu</text><circle cx=\"101.5436052803494\" cy=\"228.77053084870403\" fill=\"#d49e63\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"101\" y=\"228\">Cu</text><circle cx=\"252.0839756323951\" cy=\"198.3419881327525\" fill=\"#d49d61\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"252\" y=\"198\">Cu</text><circle cx=\"118.02599286306275\" cy=\"163.30346271382203\" fill=\"#5e78fa\" fill-opacity=\"0.95\" r=\"9.22535175509257\" stroke=\"black\" stroke-width=\"1.0\" /><text 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cy=\"228.77053084870403\" fill=\"#d39b5f\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"174\" y=\"228\">Cu</text><circle cx=\"118.02599286306275\" cy=\"198.3419881327525\" fill=\"#d39b5f\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"118\" y=\"198\">Cu</text><circle cx=\"211.64669259083286\" cy=\"228.77053084870403\" fill=\"#d29a5d\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"211\" y=\"228\">Cu</text><circle cx=\"154.72702196655723\" cy=\"198.3419881327525\" fill=\"#d29a5d\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text 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cy=\"163.30346271382203\" fill=\"#5671f9\" fill-opacity=\"0.95\" r=\"9.22535175509257\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"264\" y=\"163\">N</text><circle cx=\"228.12908017354619\" cy=\"198.3419881327525\" fill=\"#d19759\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"228\" y=\"198\">Cu</text><circle cx=\"114.28973892499496\" cy=\"228.77053084870403\" fill=\"#d19758\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"114\" y=\"228\">Cu</text><circle cx=\"264.8301092770407\" cy=\"198.3419881327525\" fill=\"#d19657\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text 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cy=\"228.77053084870403\" fill=\"#cf9352\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"224\" y=\"228\">Cu</text><circle cx=\"167.4731556112028\" cy=\"198.3419881327525\" fill=\"#cf9352\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"167\" y=\"198\">Cu</text><circle cx=\"204.1741847146973\" cy=\"198.3419881327525\" fill=\"#cf9250\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text dominant-baseline=\"middle\" fill=\"black\" font-size=\"14\" text-anchor=\"middle\" x=\"204\" y=\"198\">Cu</text><circle cx=\"240.87521381819178\" cy=\"198.3419881327525\" fill=\"#ce914e\" fill-opacity=\"0.95\" r=\"17.15135819256647\" stroke=\"black\" stroke-width=\"1.0\" /><text 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      ],
      "text/plain": [
       "<svgwrite.drawing.Drawing at 0x7fd7695d1100>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "N2 = construct_n_molecule(d=1.2)\n",
    "slab = construct_cu_slab(unit_cell=(4, 4, 2), vacuum=10.0)\n",
    "add_adsorbate(slab, N2, 1.2, \"ontop\")\n",
    "\n",
    "config = ViewConfig(show_unit_cell=False)\n",
    "ase_view = AseView(config)\n",
    "ase_view.config.rotations = \"-90x,50y,0z\"\n",
    "config.atom_lighten_by_depth = 0.7\n",
    "ase_view.make_svg(\n",
    "    slab,\n",
    "    center_in_uc=True,\n",
    "    repeat_uc=(2, 2, 1),\n",
    ")\n"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Having defined the subtasks, we are now in a position to construct the workflow (`compute_relaxed_structure_energy`) using the [ct.lattice](../../../api/api.rst#covalent.lattice) decorator. The structural relaxation is performed by considering the hybridization interaction between Nitrogen and Copper, where, the quasi-Newton method is used to minimize the total kohn-sham energy of the system."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "@ct.lattice\n",
    "def compute_energy(initial_height=3, distance=1.10):\n",
    "    N2 = construct_n_molecule(d=distance)\n",
    "    e_N2 = compute_system_energy(system=N2)\n",
    "\n",
    "    slab = construct_cu_slab(unit_cell=(4, 4, 2), vacuum=10.0)\n",
    "    e_slab = compute_system_energy(system=slab)\n",
    "\n",
    "    relaxed_slab = get_relaxed_slab(slab=slab, molecule=N2, height=initial_height)\n",
    "    e_relaxed_slab = compute_system_energy(system=relaxed_slab)\n",
    "    final_result = e_slab + e_N2 - e_relaxed_slab\n",
    "\n",
    "    return final_result\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Once the workflow has been constructed, we can visualize the subtasks and their interdependencies using the built-in `covalent` visualization tool."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "compute_energy.draw(initial_height=3, distance=1.10)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "One you run the above codeblock, you can check out the ui preview (default at `localhost:48008/preview`) and see the generated graph which will look like this:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython import display\n",
    "\n",
    "display.Image(\"assets/compute_energy.png\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Next, we send off the workflow for execution via the `dispatch` method and by passing the input parameters. This method submits the job to the dispatcher server which then sends the subtasks to the appropriate executors. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "dispatch_id = ct.dispatch(compute_energy)(initial_height=3, distance=1.10)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "After the workflow has been dispatched, we can now query the result using [ct.get_result](../../api/api.rst#covalent.get_result). Specifying the `wait` parameter to `True` will ensure that the result is returned only once all the computations have been completed. Lastly, the parameter `results_dir` needs to be specified if a non-default value (by default `results_dir=./results`) had been set in the lattice decorator.  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Computation status = COMPLETED\n",
      "Energy of slab + nitrogen system = 0.3242\n"
     ]
    }
   ],
   "source": [
    "result = ct.get_result(dispatch_id=dispatch_id, wait=True)\n",
    "\n",
    "print(\n",
    "    f\"Computation status = {result.status}\\nEnergy of slab + nitrogen system = {result.result:.4f}\"\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    ".. tip:: For longer running jobs, we might want to set `wait` parameter to `False`, in which case, the result object is retrieved before the computations have finished executing. This allows us to query the **_status_** (and other relevant information such as execution start/end time) of each subtask using the `get_node_result(node_id)` method. "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Furthermore, we can query the **_result_** of each subtask via `get_all_node_outputs`. The result of each node can be accessed with the key in the format 'subtask_name(node_id)'. The node_id can be found by examining the workflow visualization."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{':parameter:(4, 4, 2)(4)': <covalent.TransportableObject object at 0x7fd7695eb520>,\n",
      " ':parameter:1.1(1)': <covalent.TransportableObject object at 0x7fd78a1321f0>,\n",
      " ':parameter:10.0(5)': <covalent.TransportableObject object at 0x7fd78a13c130>,\n",
      " ':parameter:3(8)': <covalent.TransportableObject object at 0x7fd78a13c5b0>,\n",
      " 'compute_system_energy(2)': <covalent.TransportableObject object at 0x7fd78a132c10>,\n",
      " 'compute_system_energy(6)': <covalent.TransportableObject object at 0x7fd78a13c3d0>,\n",
      " 'compute_system_energy(9)': <covalent.TransportableObject object at 0x7fd78a13c850>,\n",
      " 'compute_system_energy_+_compute_system_energy(10)': <covalent.TransportableObject object at 0x7fd78a13c9d0>,\n",
      " 'compute_system_energy_+_compute_system_energy_-_compute_system_energy(11)': <covalent.TransportableObject object at 0x7fd78a13cb50>,\n",
      " 'construct_cu_slab(3)': <covalent.TransportableObject object at 0x7fd78a132df0>,\n",
      " 'construct_n_molecule(0)': <covalent.TransportableObject object at 0x7fd78a132f10>,\n",
      " 'get_relaxed_slab(7)': <covalent.TransportableObject object at 0x7fd78a13c550>}\n"
     ]
    }
   ],
   "source": [
    "import pprint\n",
    "\n",
    "pp = pprint.PrettyPrinter(indent=1)\n",
    "\n",
    "pp.pprint(result.get_all_node_outputs())\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Further information on the subtask execution can be queried using the `node_id` param."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'end_time': datetime.datetime(2023, 1, 16, 18, 48, 1, 172504, tzinfo=datetime.timezone.utc),\n",
      " 'error': None,\n",
      " 'node_id': 0,\n",
      " 'node_name': 'construct_n_molecule',\n",
      " 'output': <covalent.TransportableObject object at 0x7fd78a132f10>,\n",
      " 'start_time': datetime.datetime(2023, 1, 16, 18, 48, 1, 55157, tzinfo=datetime.timezone.utc),\n",
      " 'status': Status(STATUS='COMPLETED'),\n",
      " 'stderr': '',\n",
      " 'stdout': '',\n",
      " 'sublattice_result': None}\n"
     ]
    }
   ],
   "source": [
    "pp.pprint(result.get_node_result(node_id=0))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Making a new workflow based on (sub) workflows\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Having constructed a workflow to optimize the height for a given nitrogen molecule spacing, $d$, we want to construct a workflow that optimizes the molecule spacing. Covalent allows us to construct workflows out of other workflows using the `ct.electron` function (shown below). Furthermore, Covalent automatically parallelizes the execution of each subworkflow.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "\n",
    "optimize_height = ct.electron(compute_energy)\n",
    "\n",
    "\n",
    "@ct.lattice\n",
    "def vary_distance(distance):\n",
    "    result = []\n",
    "    for i in distance:\n",
    "        result.append(optimize_height(initial_height=3, distance=i))\n",
    "    return result\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Alternatively, instead of constructing the sublattice via `optimize_height = ct.electron(compute_energy)`, we could also have used the `ct.electron` decorator on top of the `ct.lattice` decorator when `compute_energy` was defined (syntax shown below).\n",
    "\n",
    "```\n",
    "@ct.electron\n",
    "@ct.lattice\n",
    "def compute_energy(**params):\n",
    "    ...\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can visualize the new workflow using the syntax shown previously."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "\n",
    "distance = np.linspace(1, 1.5, 3)\n",
    "\n",
    "vary_distance.draw(distance=np.round(distance, 2))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This graph will look something like this:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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6UGl4ZWxYRGltZW5zaW9uPgogICAgICAgICA8ZXhpZjpVc2VyQ29tbWVudD5TY3JlZW5zaG90PC9leGlmOlVzZXJDb21tZW50PgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4K3J+awAAAABxpRE9UAAAAAgAAAAAAAACFAAAAKAAAAIUAAACFAABUyoWNWW0AAEAASURBVHgB7J0JmCRVlahPVVbWXr2wyb420I0LiLuDiiKoKNiAOioqAuo4rm98MzrM+GbmveE9fL5x1HFDXAYVd1lEBdxxF7cBBLrZ933t2vd659zqyIrMisyMjIzIjIj8b39dGRkZcePe/544ce45997oGl6385KQIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIFCFQBcBpSpk2A0BCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIOAIEFBCECAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABGoSIKBUEw8/QgACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIEFBCBiAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABGoSIKBUEw8/QgACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIEFBCBiAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABGoSIKBUEw8/QgACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIEFBCBiAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABGoSIKBUEw8/QgACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIlAWUCoWCdOv/xcVFWZifj0Snq6tLCoUesc+FhQXNayFSPt3dBc2nIEtLS5rPvPuMklGhp0e6u7tlUcti5YmSuvR8K4sly2NJ+URJ8A2mBt9gLrYX+Q1mg34I5oL+DeZie9G/wWzQv8FcnMxgPwTCQf8GYnF2L/ZvMBv0bzAX9G8wF9uL/RvMBv0bzAX7N5iL7UX/BrNB/wZzcTKD/RsIB/0biAX7NxiL24v+DYaD/g3mYnuzZv+WBZQGh0ekt7df5ufnZGJsW6QgjnWmLR9TuDPTkzI9NVmdVo1f+gcGpa9/wAW3JifGIgW4zLgcGlkrPT1FmZudkYnx0RpXrP5Tb2+f9A8OuQOmJydkVvOKkuAbTA2+wVzyLb/dqh+m0A++po9XP8DXh9ZtDulzqRjb8y1tfKf1+TZWWeVQ3+PSv/ANxg3fYC7lzzfk108pfvsXvlX5qt60QWuNJuS3OrEy+YVvCdRK/zhG+wG+8C0RqL4Ri32mAYbBIfPvIL+VpOFbSWT5e6rsX+Q3uJF079DwGu0f9zXn/00p39nZaZlse/8YvkHCF59+SBvfQTehxuSu2f5FVuS3LKA0vGadC77YrKKxbY9GCij1qEKxII51tmZn9CaeGA+Sobr7BgaHNaDU78owMTbqlFzdkyoOsDKMrF3vglsWJBsffaziiHBfe/v6xcpjaXpqwjnCw51ZflQ8fIvKd01++WrAbmZmqhxcyG/wDQZVJr/wLUGKSz/0qX7o9/QDfOFbIlB9I03PN+Q3uJ2S0Q/j+nybDr5gnb2per4NqX2mes9mkLfbPiuX3/TwtXaeimr/wjfwbrDBYZ79C99yRHHrB/jCt5xA8Df0bzCXvNsP6Ifydk+T/h1U+8H6/dhn5W1UZj9Mq302Gc0/mS6+A74B7ymyf3PI1+TF/NpRUuz6Ab5lzQDfMhylLzYxp39geUJM0vJbFlCy6HSxWNTgzXzkm8amr1nE0UawzM3ORgoEGQlT/MXeXjdDyWYX2TJ8UZI9VC3INTc352YpRcnDpioaG0tWpyjRRjs3Dr7G1fKBrxEtT/At5+F9Q349Eqs/0Q+rmdieePWvzhCdm0X/+lDD1wfDt5nO5xvy62sit4n8VhJZ/p5O+cX+rWyteOUXvtnhO+OWLa8sb5jv9C+CKdmsK+urW7K+etSl5eEL32AC1ffG03+LU357nc8rqtM5n/YDfKtJMPIbTCZd9lmc8tucfx39ECwvthf7IZhNK+2zsoBScHHYCwEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQg0MkECCh1cutTdwhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAQggABpRCQOAQCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIdDIBAkqd3PrUHQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQiEIEBAKQQkDoEABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACnUyAgFIntz51hwAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIhCBBQCgGJQyAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAJxMgoNTJrU/dIQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEAIAgSUQkDiEAhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCDQyQQIKHVy61N3CEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIBCCAAGlEJA4BAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQh0MgECSp3c+tQdAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCIQgQEApBCQOgQAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAKdTICAUie3PnWHAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAiEIlAWUevv6pdjbJwtzszI9Pa2nL4XIovyQ7u5u6e0bkEKhILMz0zKneUVJxWKvFPv6ZGlhUWZmpmRxcTFKNtLXPyCW1+zsjCtPlEwKhR7p7e+XLj15Ruu0MD8fJRvlkn6+Xdp+1oZdXd2if+rWs7u7IN163OLSYrQ2WjIZ65KeYo/Lp1m+vSq/88hvWbvFKb/LfOdkWu9JcW1Xdqm6X1b0Q7fejzP50A89qh/03o5DP8B3tQgVlG+f8rUUj35oo/yqrrR7oNBT1M+Cu4fs2bYU4VlrPJrWv5pHlytTwcnv/MK8LOrzbXFxwbJvKNk9gPyuRha3/JpNZfdBu/Vvr9pni2mwz7brhyV9Hs2ZbWbPpRC2S2VL2X3ZrXbPop4fSv71uKXtds/Sdvs0zueb8V1QvrPttn9j1r9OfpvuXzRvP8C38g6w54nXf0sD3y7tv2mfqdn+WyLyq/ZvhATf6tA8+2FZP4Tna/aL9Vutz+p0uNlVus90svVLoyR7Dlie9ixJ1D7TR5Wz/baX1XuO+MuciP0wHZ6vvyzIr59G+XZU+fXnYnz71H/WVeiWuSb7x00/3/Qesn5XGP1by2/k9S+snmZXmZ0WJbl727PPtJ9i+bh7vIG+Str49mtb9xSLzfknU/Z8S5P8xsnXpHZW7dYFlb0oKY/6Ab7BkmA609p7YWGhif5bl/Sr/duz3f6dn59zNo7p00b6t4noX0/nuj7wcj/YdHFZQGlkzTopqHKzH0YfeySS4u9RR9nQyFqtb5cL4ExOjAUTr7N3cGjENYg9NCbGt2mQYK7OGat/tjKsWbeDMwwtCDS27dHVB4XYY0GpgcEhd+TU5ITMRDTGRtauV0diT/r4ToyaVSvdGgRUSQ1BJNlD5udm1FHVuEMztXyR35LAoB9KKFZtIL+rkLgdedC/3ToowfSrCyIFVzN1e00HL1qAyTMe6pQwtfI7pvaDGmONJuyH6sTK7LM28rV7qqfYV72gLftFHY/bbZah4TXx2r9t5Gv48qB/K8UgLfIL38qWWfmO/l1hUbmF/Fp/tUcHrvYsB34qAWX0u/k7zN4yu8sLLqF/gxsT/RDMxfa2Qj+4wWzWp0mB38i7ZzwbrBqZRPwP2Gcl3PAtoVi1EUv/WP3zQ8Mx+9eR31JbWXA3TXwtlmJBKfufhVQWUBocGnZBHAveTIyPRgoomYFn+dhDZmZqSmc6TUbiYEZU/8Cg66RPToxHigqbwWGdexfh0xG9UYNbNmtrYEADShprsYDSnM52ipLSxtciqHPa1lFnf0VhEPYcG/m7oE7AegaCP79lvgNuhlK75be/f1D6BgZyKL/w9cucbcerH+CbJ77O6aGDLOxZlNVkjg2ni+sEltC/wS2Mfgjm0ox9ZvZloaD3lY0iT1myUbBF7ZjYCOOo9m/q7AffgKrm7F+eb5Xi6vRDLHyXB+HZDH3s3xXK8F1h4d9qRv/682k1X/MxdGfcpvLzq7ZtfV+zu8zJ5R/QGl3/5lk/TKl/Z7waypr7S/Krg2qnpprx73QGX7O5Siss1CTb+h9dX2Whut8oLv9k/PYZ8uuXFvj6aaxsI78rLCq3vCB6HuzfrPqNygJK1hG2h8XSYsglPypb1L6r48zlo9EXN1U84pRzb/q6TQe3h0T0abK6lE/39unvmk+UZIa31cnScp2iT9lNC18LspnQpj3ZSK3l2Wn1mSO/wa2ZR/lFPwS3Nfq3Chfd3Ur9YPdcwXSsLb+Sk7Ssi6svYdtKvvWQoh+qEMq8fWbL4+pykZmxXarfL1VayO1GfqvQybz8rq5XmuwzK4v1UfQv/beKporj+QbfCqi+r/X4mk60fqvJZyclCyqpE8RVud3+hyTk1w1o1ZlZUZLZ13ny76SdrwWS7H/aUzW/Udr5RuFqdTLdaQn9UE4Q/VDOw/vm71+gfz0qFr6I3/5thK9dP8t+o7KA0gpWtvJLQB0yvdlydNpsJYs6e0sA5LdtqBkEIJB1AmbEmuPDgnt5S6aDnS6OOFAkbzyoT+sImCPRORTVsZiVZEux2P2iI6KyUmTKCQEIQCBVBNKztGl7sNQbzNOeUnHVjiGgfRk3CDlDA+TwG3WMdFJRCGSeQB78RgSUMi+GDVRAjYKivm8gkyO81CEzp+9WIqjUQHtzKAQg0FICneD4sNnC87rsq3XYSBBoBQGzWcx2yWKQ1mwWs10IKrVCUrgGBCCQJwI2G9UN0MlTpSLUxQ1OiLjcfoTLcQoElgngN0ISIAABCCRGIC9+IwJKiYlI+jLu0XdBWRQ0q2nZkTkdefnDrNabckMAAukn4Jzevf3pL2gMJUQXxwCRLEIRsGUAevS+ss+spiWdqRT13RdZrTPlhgAEINAMATdqV/utpGUCzFRCElpNwN4x1YXfqNXYuR4EINABBPLkNyKg1AECa1V005Uz8N6Bes3hRvvOTtc7jN8hAAEItJRAsW8g007vRmExYrZRYhwfhUDWB8J4dcYZ6JHgEwIQgEBtAnkYSFC7htF+tXcqufcqRTudsyAQmkBe/Eb0VUI3OQdCAAItI6CrhvVle7CkHxUBJT+NnG7nZTqd1zwY1B4JPiEAgTQQyEvHq1GWC/Oz6tyYb/Q0jodAKAJZeQl0qMroQfO69N3iwkLYwzkOAhCAQEcS6NElTq3vSlpNYE4HVbL8+2ou7ImPAH6j+FiSEwQgAIFKAnnzGxFQqmzhHH5fjoBm50XWYZpgbmaKpe/CgOIYCEAgUQJ5mrIcBdSs6mLeDxOFHOfUImAj1G3WX56SvXdsboYZ1nlqU+oCAQjES4Cl7mrzZMZFbT782jwB/EbNMyQHCEAAAkEE8mjjEFAKaukc7cvrC00XFuZlYW42Ry1FVSAAgSwS6PSRtMwYzaLUpr/MhWKvFHKwTG8l6Xm1W2z5OxIEIAABCKwmULR35nXnaxDk6lo2t2d+Vme76rv5SBCImwB+o7iJkh8EIACBFQJ5Wcp9pUYiBJT8NHK4nWfDfHZ6MoctRpUgAIGsEOjq6nZr4GalvEmUc2lpSWdd6CwlEgRiJNDbPxhjbunJivdApqctKAkEIJAuAp0+4ztsa9jSqbaEKgkCcRPAbxQ3UfKDAAQgsEwgr34jAko5lvBWCW1vsSh77LG7PO5xu8jotlG56557ZHR0LHGyjPRNHDEXgAAEahBoxTteTL/uvfdecs+998rkZPXAzc477SR77bWHDAwMOP178y231Dy+RrUa/onRsg0j44QaBFo1QnZoaEj22nN3WbdunTz40MNy1113y8xM8k46W/bOlr8jQQACEIDACoFCj85M7elZ2ZHA1pqREdl118fJDTfeVDX3bp0htZses8fuu8uCzgS688675YEHH1x1vPV7165Zs2r/3Nyc3Hrb7av2x7mDQZVx0iQvI4DfCDmAAAQgkByBtPiN9tt3Hymqf6kyjY6Oyn33P1C5u+53Akp1EWX3ADPKzThPMq1du0Ze9YoTZYf16+SRRx+TdfrdRqxf/N1LaxrrcZSJEVpxUCQPCEAgKoEkR/L19fXJEc9+pjzxiY+Xvt5e+do3LpDb77gjsKgvftEL5dAnPkGXQFmSsbExMb08Pz8vl172Q7lu6/WB58S5kyVI46RJXq14WakZ05uPf5ka1D3Odtlxh/V674zL1795gTz8yCOJNgLLRCaKl8whAIGMEkjy3S077bij/IXaVAcftEEd513ywQ99NPBdvD3adz7h5ceJPSMefvhhN0hncHBQfnvF7+Xnv/xVGdlXnnSC7LvP3quWn9umgys/+59fLDs27i82Q8n6wSQIxEWgFc7O9vqN5nVmH69LiEteyAcCEGiMQFr8Ru959zvEBs5UDm685rot8v0f/LixSunRBJQaRpadE1rxbo+TX/0qWa/BJHPCPPjQQ2JO0Jcf91LZU2csffTjn5KFBI1dllrKjixSUgjkkUCSy3KZ8+NpTz3czZiwz2oBpWc+42nyvOf8hVz+s1/KVX++Rqanp51Oft5zjpAD9t9Pvvy1b8h9992fKH6W8UoUb8dlXuwbcA6/pCpuo7Le9fa/krvvuVe+873LZGJiQoOwa+UNJ7/ajUI3eybJxGCYJOmSNwQgkEkCGuTpVd2fVNq08SDZbbfd3MDHAzccUDWgdPRRz5fHP36TfOVr35QHHlielfTcI54tz3rm0+W8r3zdPTe8Mr71zafJn/7rKvndH/7o7WrZJwMTWoa6Yy6E36hjmpqKQgACbSCQBr/RGp1V/ddvOU2+8KWvRJqNFISNgFIQlZzsS3KklyHq1VHzp53yOvnTlWpM/37FmDaj/fiXHSvnfvErcv8DjU+bawQ/U/4bocWxEIBAXARatTSEBedPfs2rAgNKu++2q7zuta9Wh8aV8qOfXF5WNZt58frXvkb6+/vk7M98XkfQJrvEFrq4DD9fmiCQpMFtxdpn773l2BcfrcGkS+Wuu+8plfSYo4+SQzYdLB/5j0+W9iWxYSPCbNk7EgQgAAEILBNo1fuTLDBkAaJqM5TefNopcvMtt8pPLv95qWlsEMLfvOvt8rNf/FKu+N0f3H6byWSjfL/+zfN19vidpWNbtbGoS/HZcsMkCMRFAL9RXCTJBwIQgEA5gTT4jaxENvv6FSe+XP79o5+IbeIHAaXyts7VNzfSS0d8tTq9+JgXqlNmY+IzlKxevIug1a3L9SAAASPQ3V2Qnt6+xGHUCig96xlPl+cc8SxnFNgSd5XJRuGeuPk4+fy557kZpJW/x/l9dkbf76TLnZIg0AwBW4rIZii1I7359De6JSO/9o3zE778ksxOV38fWsIXJ3sIQAACqSPQXVCbqpi8TVUvoLTx4IN01O798thj20qMClq2v3nX2+SXv/6tW/rOfthl553l1FNOlv/4xKd12ff1svPOO8qjuvS7DVJIcnUOr1DMDPdI8BkXgd5+s73y7jeaClzqMi6G5AMBCEAgiEAa/EZWrqce/mT3OoUv64zrPXTQ8jpdoeOee+9rahJIWUDJOvL235YSs/9Rk0XgLI7RTD4rZbF8oo+sXsmniTpt5+J4NMEmlrJoIcLyTXqUr18+dtllZ7Elmg7Yf1/ZX5dZ+pkuv3Tl1X/2H5LI9tysvtx6+8j7VvOtVaGVsqRHfs1EjOeebOJe0jKElV/41iJQ/Tf4BrNZuSfjkV/jXCgm+446q0mtgNLm418qO6re/VyVtfptGa+3vvlU+e4l35drdV3cJNO86mJLzegYOx/5NQqrU9zy20w7rZQl/udbq0ape4T33nsvZ7scuGF/2WGHHeTi71yiSxqtzFryjov7s9aMviT5NlyP7fYv9sNqcivt1MQzRfl2W4dJUzz3ZBNl0TLkUf96fBetXxuxbxtLW+eQr8fF5LdZvoVCj3T3rH5JtOUdZ6oXUAq6lr0n6S9feWLZkne2GseLjn6hWyZ1zz320HfxPSojw8N6D3XJNy+4SO68866grGLbZ/pizgbyhEheOzWjY+wyedMPJS5aN2PT6fqhE/xGC/oOJZvd59o7xL1TeUhJZpy4tNc/WSoL8lvZTE4PG59mdB58V2Et7SixUb3Z9L3UIfLbqkEztfxG1oC2Gsceu+8m/fqaGns/5LbRUVm/bq3Yux9tqd9xXQa+0VQWUBoYHJa+/n6Zm52VyYmxSAJio3gGhkbEPqenJmUm4ijMPh0l0d8/KAuq9KcmxnW0z+rR13Urq4pkSMtS1FHkVo6pyfG6pwQdUFSn4cDgkPtpamrC8Qk6rt6+VvNtpWFgo+A3HHCAKnCRrdffKJf94Efu3R/1mDT7uz+g1Gq+tcqO/AbTiVU/DKh+0Hd0RdUP9jAc7GD9ENxCy3ud/MJ3FaJK+V1qwUi+WobBW05/o1v/9uLvXrKqrN4OW5LlyquuLlu+xfstzs+CvtwxVfZDGuV3Uu2HiC8ETt3zLSG+rQ4ovfsdb1Vbs9/dCpf//Jdu+d6onaNG7qdaAaV49W+v2r/T8di/yG+piVfshzzx7dH+23A8/bfY9AN8S0K3fSOv+qGgS8jNqv8h6RQloPTqV50kIyMjbvCOt3zwXzz7mXKE/r/q6mvEnh32/kpbBu8lLzpaDjhgP/d+ApuxlFSy51TYgFI89kMS+mEs0myudOrfAfUPzTThP2s/307wG9m7vmd1yeGm/JOl51ub5VdfPTEwsN0/2bR9ln359XRtbPoBvh7Sss80853Q+IUGMMrKG+aLDWhx9q+uPjM93WT8oop+SEtA6TV/+QrZa8895Qc//LFco4ONbYWbkZFheeWJJzhU537pyw2/JqEsoDSydr2YQWcNse3RhyMFlHp0dNHwmrVaoC59sE7LxLg2bIQ0ODyi7+ixTv6SjI9tk/m5uYZzMYFfu35HG1Iji/MLMrrtkYbzsBPMeF8OKHW5TnnUh1Cr+bbSMDBOZkjbEgBHveB5bvrcf37hvEhRTssrbPIHlFrNt1YZkd9gOuiHYC62N275nVX9O4n+LQGPm++MjgxdWIg+Oq1UsDobtQJKp7z+tTIxMSnf0tGwQckCYBZQ+vVvrpBf/ea3QYfEtq9PDe+CvmcgLvshXfI7r/bDo5FYxWU/rFH7rDtG+yytfFsdULJGtYDS3nvtKUe/8PlumaMvf/Ubkdq6kZNqBZTitx+QX3/bpJOvaP9iIrKTKxb9oPp7eGS5/5ZW/eBvxzDbK/oXvn5e5f3jOPRD83zNmpqdSf6dQI0GlJ7+tKfIkc99jnz5q1/X2av3ljDarKX169a51Tj8gxC8meGX60odV/x++X1LpZNi3GgkoJRa/TCq/p35Zv07zcrvsLbKUj71b4N8O8Fv1K8+vfl5HTgfR/+4Qb7e7R+v/kV+Pa7ep5/vgjrLx5rqv8XBdwftvxWa6x8nYZ/FIL/w9aRu+XNI4xdFL35RwTctAaUnPuEQDZrNyI033VxWeNt/7IuPkS+e91W59777y36r96UsoNSn69b3bp+hNKPROb+BVC8j73dbH9AMeHNkzegIAButESXZrKK+vn43LXV6asp9RsmnXyP3RXV0NTMawZzgVidLFkyKYvzYua3m22rDwOpoqVeV3rve8dfy05/9Qv74p/9a3pnQX39AKS6+ZmzYTY/8ljda/vh2Sb+OIkijfrDREeaYbzSZ/k2P/Oacrz7bbPmPpFOtgNKLX/RC2X+/feWTZ382sBi2FOmpbzhZzr/wYrnp5lsCj4lrpy4sIL36zLYZzsjvCtXY7Ad9LnUC33YElLzW8pY1+rwOhnnwwYe83Yl81gooxWP/pkz/+uVXVy8wB16jiedbdWLWRynph2b4Dqj9q3ZE++3fnMovfAOF2PkNtK8d9C7IwBOa2NlIQGnjwQfKcS89Vn75q9/Ib674Xeirvv7kV+tgnwm54KLvhD6n0QMbCSilUj/oChPT6lOx5ccaT+iHasxK9kMEvp3gNyrqwKxZ7b817Z+MwLfUZjrQ3VZhSo3/IY32Q1x8deaoDQCNkhLpv6XFPsst38aXazPZcP2LOO2zAL5pCShVuxds9uY73/ZXcrn67//QoP++LKBU7QLszyaBpA2DQzYe7Kb1X3LZD1dNWT/tlNfLY9seS9SYtlbxB5Sy2UqUGgIQyCKBNBgGTz7sUDlGZ1Wc/Zn/1LVvV14g7fE8/MmHydFHHSmf+vTnZHQs2mxhL696n7b0SpRBKPXy5ffOImBB2qIGJpNMzzni2e7di/aCdX8aGOiXd739rfLjn/ysYWPan0+Y7VoBpTDncwwEIACBPBHo1iVnelrwXsqwAaWDDzpQjn/ZsW6W0c9/8atVqPfZe2+3hO09+jLrymSzxx944EG59Ps/rPwptu/2fuk5HbhLgkBcBDrCb6T3TDPvZo+LNflAAAKdRSANfqNufT3BgRsOkPvvf0D99OV+I1tp5t3vfJt879LG37tNQCnHslzUGWc27TOpdMD++8krTny5XPzdS2XL1utLl1mnL4J/y5tO1WWWfiuVDpvSQTFt4MSMCSTZQAACDRFo1UyKWjOUhoeH5I2vP9m9UNFepGjvFPPSDuvXizk17rr7bvnm+cFL4nnHxvE5696X2PisgziuTR75IWA2i9kuSaYjn/ccefpTD5dPnfM5GRtbebfmE5/weJ3uf7R89evfkjvuTPCF6jr7dDbiiMkkuZA3BCAAgXYRaJWzJUxAyQbjHPX858lvfntF1X7sUc8/Ug590hPkM58/t+w5YrbX6ae+Qb7/wx/J1X++NjGcS4saUNKlrUkQiItAr9le+I3iwkk+EIAABEoEbBZUj67AlnSq5Teya596yuvcoMov6NJ2/oHAXh/40zpIuTLYVK/MBJTqEcrw77aGozk9k0rFYo+88Q2vE4toXnn1n+X662+Q3XbbTQ4/7Emydu0a+dJXvi6PPBLtvRNhy8wo37CkOA4CEIiTQCsc31beSsPgaeoI33jwQfK1b5yvo2Pn3O+vftUrXODoz9dc50bF7rfvPvLkJz9JlxJZcmvhziT9XgIc5HGKVsfnlfQoWVsK8uRXv8oZzFdedbXcedfdbsTW4Trjz5YpMtvFH5yNu0FwBMZNlPwgAIGsE2jVIJ3KgJLfprIl9174giPl8CcfKlddfY1cc+11ZVhtJeq777nH7dtxhx3kda/9S/fevT9deZUbhLDr43aRI593hExOTqmN9i210ebLzo/zy6IOIJqfi/ZagTjLQV75IYDfKD9tSU0gAIF0EUiL38hWGHvZS18iN9x4o/z52i3yyMOPyL7qN3rBkc9Vu+fP8qOfXN4wOAJKDSPLzgm2dIAtIZBkspdZv1Rf4LXvvntLj65Lu6gjpu7Xaf6X/eBHzrGZ5LVxyiRJl7whAIF6BJIezWfXrwwoHX3U8+WQTRvlnM+dK1P6fkFLNn3ZZl3ssH6d+25/br3tDvnhj38ijz76WGlfUhu2Bv58xPclJlUm8s0ugaSdGkZml513lmNfcox+7uRmcs/Ozskdd9wp37vsB/peh2RHfS8uzKsjcDa7DUTJIQABCCRAIOnBBFbkyoCS36bq13cIvOVNb6xaMwsoffBDHyn9brOR7Dmy266P03cwdOu7Ombl9jvu0KXufpT4c2Rhfk7sPwkCcRHAbxQXSfKBAAQgsJpAr76vTKeBrv4hxj1h/EYbDthfnq8BpPXr1rlJqaO6WsdWXW3sp/r+pCiJgFIUahk5p1XrURsOM6TXrVsro6NjLXmpql1zQZ0yCzhlDAUJAhBoA4GeYp8G7Qstv7LpWwveV6bhoSGx98CYYZD4rCTfxXFs+GCw2TSBQk+vFHSASitSsViUkZFhF3j1T/1P8toWTLKgEgkCEIAABFYItGIwwcrVVraq2VQrR9TeKqgdaCtz2ACeVj1HeIdw7Tbh18YJ5N5vpDMQF+YZzNO4ZHAGBCAQBwFb8s6Wvmt1qmbj9OkgGpscEvQe7kbKSECpEVpZO1bXwXUj6LNW7pDltRHxNjKeBAEIQKAdBFrZ+WpH/cJeE8dGWFIcF4ZAq9aZDlOWJI5x70+yoe4kCEAAAhAoESj0FHUwQbH0nY1gAha0sncIkyAQKwH8RrHiJDMIQAACfgJ59RsRUPK3cg632zWCPmmUGNNJEyZ/CEAgDIFWLNESphztOoalR9tFPt/XLfbpOyC7knsHZLvo8d6LdpHnuhCAQNoJtOodA2nnUK98zAqvR4jfoxLIr99oUYOwyS5nHJU550EAAp1CQCd7uGXv8lVfAkr5as9VtcnrSF+bsrygU5dJEIAABNpJoJXLc7WzntWuzfJd1ciwvxkCBX3/Y0HfA5m3xMzqvLUo9YEABOIk0Ir3uMRZ3nbkZbOTWrW0XjvqxzXbRyC3fiNdathelUCCAAQg0E4C1re1Pm6eEgGlPLVmlbrkbbQJs5OqNDS7IQCBlhPo5BG1zE5qubh11AXzNkuJ2UkdJb5UFgIQiEDAZqaa7icFE7DBlLwHJpgNe+MhkD+/EbOT4pEMcoEABJolkEe/EQGlZqUiA+fnzTifn9N3Jy3w7qQMiB5FhEBHEMjrbIp6jcdsi3qE+L0ZAt36onNzbOQl2XIrS0uLeakO9YAABCCQCAHepRSMlQGVwVzYGy8B/Ebx8iQ3CEAAAn4ChR5dhaMnP6twEFDyt26Ot/PyEjCbrryg05ZJEIAABNJEIG8j+uqxZQ3/eoT4PQ4CeVlSkqUh45AG8oAABDqFQE9vn9jyW6QVAgziWWHBVrIEcuM3YkZfsoJC7hCAQCQCefIbEVCKJALZPCnrI74WFxfEjGkSBCAAgTQSKPb2S1d3dxqLFmuZFjWwbw5yEgRaQSDrjkWCr62QEq4BAQjkiYAtC2O632ZLkMQtc8e7g5GEVhLAb9RK2lwLAhDoNAJ58RsRUOowyc3qaF+CSR0mqFQXAhkk4BwgukRXnoNKvAcmg4KZgyJnNajErOocCB9VgAAE2kKAoNIydgYltEX8uKgSyOoL5PEbIb4QgEDaCeTFb0RAKe2SlkD5sjbihNHwCQgBWUIAAokRyNM0Zj8kXgbtp8F2qwn0FHvFlmHJSsIJmJWWopwQgEBaCZjDxZzanbr8HculplUyO6dc+I06p62pKQQg0GoCNhs72zZOWUDJOus9PUWxEZVzEZcWcy/yc1C6ZU6XxIk6PdteVlXUl1Ut6guM52ZnI7/IuKjT5e2F6daxt/JESfZi6KKysWR52AjtKClNfDPhmFlaknltNwsohUlp4hu3/BqHqEtM5VF+4Rt8R6RV/3ai/GatAxYsUct77UXQC/O1n3151r/YD+XSEbf+bYSvW9df7VRdB6m8UCn71sxAmHbyrcSI/VBJZOW717/oxOfbCoXVW3HLb+746hJuc/o8bap/rH3SxcV4+sdZ4Zsnm2r1XbN6j82wWNL/5pex1Iz/wXwYxi8W/w7yu6qxOoGvBXQLxWK6l6Cs4Tcq9Y+R346U31WVDrEjlfYv8ruq5WL1P7SRb5ZtnLKA0vDIWrFGsYDJ2OijGsRZWtVo9XZYR2JoeI2OJOqWmelpmZocr3dK4O8Dg0PS1z/gDObJ8TEXWAg8sMZOG9U0smadG9FqzvjxsW01jq7+U29fv1h5LE1NTsjszHT1g2v8kka+sxqss86EemdqlLz1P7mRvRZIakAG08jXOnzI74r8oB9WWFRuIb+VRJa/Z1n/upG12onP0qyKslawQJLqYdPH9RLyG0woy/IbXCNx9lB77TMdsa62phnf6UpLzvnXq4Oq0mH/rlfdU3CDUbB/VySlvH8xqjZwuEFLKzlYPNP6F/ni26P31GDs/Tf4enITH99h7R/3b+8fdxZfcwqb7s+sTeUJQ43PJR1Ia8FGG5SQJvvBAluDwyPb/TtTzh9SoxpVfxoYXJHfifHRSIHV9OrfefWfPRbJf5YVvsv3nwWWUug3cs/yYN9lVvhWvXECfohfP+RffgMwVt0F32A06N9gLra32eebsbW+bdZsnLKAkgWCbMSdGTLjY9EeiM5hPLTGvUNidia6wdE/sBxQWlKH/MREdIPDnFzWMDbjygyXKKlXmZiAWJqaih5QSjNfCx7a6JMu+98mI6Gg1zbnpclNlJRmvlFGIlo7IL/BkoB+COaSPv27znX+O13/2r1sjl3Tr+lftmXJOapsYEnY2aEmjfnUv8hvkKYZUPusVwf8NG+fxcBXB/wUCjryWkdytyOZ7WSjyG00ud3nQ579O632r9qLUVK6+Kr9O5BC+xe+ZaIVu/7NJd9x7V/MlHEL+wW+waScw02fB5amplrHd9mm0sCS67d2BxcuQ3tLzxGzu3zPsnbxDUJX1r/IjX7QAcOe/OoA6NmIq/OkSj/oAOjevuTtM+vTtNtvZPdK2L6KX35nVH6no9pnLeIbdA9W7ivTDymSX/iWt1Tc+gG+1fjOuckjkSfEbO+/pYHv0PBaN9djbm4u0gCFckLJfjNfQFlAyZStLQ9nCnpeKxAlmZFnowDspeTLs0yidfIL+qCyQJAV0mbQRBEOK3+PTs/1AhVRRiFaHjbbyhsJa3WyWSdRUlb4WhvaKDD9U7ea1k7deuzi0oI86YlPkvvuu0/u1f+hkzpj7DJeJLYT+IZmowciv8G00A/BXNC/wVxsb5r0r41U7lYnuD3X7Hkb9fm2++67y2677ipXXnWlBuOjPZe6Td+rHre0qM+3hYhLuqaJb171Q48t34t95mTV++O3zywAqrdUKNvFO9/un131/1V/vloKXQW3zHKoe8ACSTqS3H/von89qqs/TT8gv6u5+OW3GfvXnilueW/0Qxlk+JbhKPuSpv5Fs/JrPgfri1pf0vSwczRH7KubzJij3LPPDjv00Mb7tkra6x8vaP94sZp9FvAc8TcS8uunUb7tye+8m0Xf+CxTyw2+5Uz93xrhW81v5O9fLFmw1BloK1d58mGHhbq3CgW7v7fbZzro3e5Ns78aSWm0z0zPLK8Cgfx6bRln/w2+HtWVT/iusPBvpV0/mI1jZXRRJn/Ba2wH6d+wOtefbZn+LfmITAfbgMplPVwWUPKfzDYEGiXw5S98QS646CI5/8ILGz2V4yEAAQhAoEECJ51wgmzauFHOPOusBs/kcAhAwAhs2rhJ3n/G3+s99AHZsnULUCAAAQhAAAIlAvRtSyjYgECsBLi3YsVJZhCAAARqEkhK5xJQqomdHxshkJSQNlIGjoUABCDQKQTef8YZ6gTfShC/UxqcesZOgIBS7EjJEAIQgEAuCPB8yEUzUomUEsBvlNKGoVgQgEAuCSSlcwko5VJc2lOppIS0PbXhqhCAAATSTQCdm+72oXTpJ4DDMP1tRAkhAAEItIOAzQI/cfNmOfmUU9pxea4JgVwToA+T6+alchCAQIoIJNnfJaCUoobOelEwDLLegpQfAhDIEgF0bpZai7KmlQD3UVpbhnJBAAIQaB8BAkrtY8+V808A2yv/bUwNIQCBdBBI0p4hoJSONs5FKTAMctGMVAICEMgAgSRHmmSg+hQRArERwHaJDSUZQQACEMgNAd5TmZumpCIpJMCy3SlsFIoEAQjkkgABpVw2a/4qhVMmf21KjSAAgXQSSNIwSGeNKRUEkiGA7ZIMV3KFAAQgkGUCPBuy3HqUPe0ELKBk6cyzzkp7USkfBCAAgUwTSNKeYYZSpkUjXYVPUlDTVVNKAwEIQKC9BNC37eXP1fNDgHspP21JTSAAAQjEQYBBO3FQJA8IVCdAQKk6G36BAAQgEBcBz5654KKL5PwLL4wr21I+BJRKKNholgBOmWYJcj4EIACB+gQ8w4AXRddnxREQqEcA26UeIX6HAAQg0FkEeC50VntT29YTIKDUeuZcEQIQ6DwCSfuNCCh1nkwlVmOM78TQkjEEIACBEgF0bQkFGxBomgD3U9MIyQACEIBAbggk7XzJDSgqAoEmCBBQagIep0IAAhAISSDpfi4BpZANwWH1CSQtrPVLwBEQgAAE8k0AR0e+25fatZ6AOTW2bN2ayDIAra8NV4QABCAAgWYI0J9thh7nQiAcAQJK4ThxFAQgAIGoBFrhNyKgFLV1OG8VAQzwVUjYAQEIQCA2Ap5RkNQauLEVlIwgkCECODUy1FgUFQIQgECCBDw7iyWFE4RM1hBQAtxriAEEIACBZAm0wj9PQCnZNuyo3FshsB0FlMpCAAIQ2E5g08ZN8v4z/l4IJiESEIiXgDk1Nm3cKGeedVa8GZMbBCAAAQhkhoDn4MbOykyTUdAME/DuN4K3GW5Eig4BCKSWgA2YtP5t0jqWgFJqRSB7BSOglL02o8QQgEA2CJh+tWW5cHpno70oZXYI4NTITltRUghAAAJJEPCeAwSTkqBLnhBYTcAbKHfmWR/Q/s2W1QewBwIQgAAEIhFopU1DQClSE3FSEAECSkFU2AcBCECgOQLeCBM6Xc1x5GwIBBHwjO6kR3AFXZt9EIAABCDQXgKeY5tBO+1tB67eWQS8+44gbme1O7WFAASSJeD1a1ulW8sCSv39g9I3MCBzszMyNTkhS0tLDde2u7sgA4NDUigUZHp6SmZnphvOw07o7e13ZVlcWJCpqQmxz8ZTlwxqWYp9fTKjZZmemmw8Cz2jp1iU/oEhd+60lmV+bi5SPnnn+7mzPxVpOabY+A6o/PY3Kb8qtwPa1sjvahHv9/jOqH7Q+yCSfoiLb5/qB23rXOmHlPHtV74LedK/GeVb3ShI2fMto3xXazpvD3w9EpWfvap/m9YPXcpXn7VpsM88p8ZHPv5Jufbaa1PxfMsTX5OftNkP8K28q0W6Y7TP4Jtuvl2qf62vkwb9W6kfJrV/oR2M1QDr7GlGfr1BOzaoII7nG3yrNxZ8g9k0I7/+HLPGN8xgZL/9MKn+SVUQ/iqH2u5UvmHgwDeYUuz+SfWfIb8rrNPI1/SExQwixy9i6B87+8HiF73R4xemV7def718WPu1lpqKX/j8O9XktyygtGbdDs6RbnbctkcfiuQwNuEYXrNOurTwsxqYmhgbdRVp9M/Q8Bo16vrcI2N8dJsGcWYbzUKsQdau30k/RR2jizL62MMN52En9GmgbWBoe0BJH2RRA1P55rsgn/rohyMFlOAbLJbl8rug8vtI8IF19sI3GFDu+arhMjGeFv0bXX4tEN+fRv3bAr7Vg0lS8XyDr/8uj99+gG/e+Zrxfcn3fyDfu+wH8di/LdAP/jap3I7r+WaOhn7t2FiaTpP9GxvfxyINEoNvpcStfC/Xv/D1yJT1j5FfD4v7jL1/3ABfL5jkzQBHfsuapvSlp9ir/p21y/6dBviWMti+kVq+E+rfmY428Dge+e1MvmECSvCtvIuWv5fZZ8hvCVIi9hl8E+U7pXxn8qB/RzR+oYEgC3mPj7bH/vVsmg/++4fl9rvudu2WNN+ygJKNVnIzlNRQmJwcjxRQssje4OCwBqZ6XDRsJuIMpT6L8Gl5FhbmdbbUuBspX5Lk0Bs6AnZo2AWmLNpos66ipKIaUf4O9VyE4JZdN9d8p6bks2d/MlJAKU18bWbSQBrlV/narKAoCb5VqNkIeW1rC1zPwLcMUiz6F75lTP1fwvD1DIKq05Xh60dath2Gb9kJQV9SyndW7TOziaLMEE3T8806fPasTYv+9QJKF377Yvj67oe47Qfk1wdXN+FbzsP7ljb94PXfkF+vhZY/syy/NjP1pBM2uxdWe8Ekq1Uc9gPyWy4n/m/w9dNY2e5U+8z6OpZqvR/Wr3/NPxllBmPa+Jr/wc0QTZH/wZ5v8F25J5N4vsEXvisEgrfMfoiqHzzfkdk0N918c6zxC6cfJlT/BswQLQsoBVeLvRAIRyDMKJNwOXEUBCAAgc4kUM3J0Zk0qDUEWkMgjFOjNSXhKhCAAAQgkCQBb5lTe2fS+RdeJFu2bknycuQNAQhUIeCtxMA7LKsAYjcEIACBEAT8waRW2zQElEI0EIeEI0BAKRwnjoIABCAQRAAnRxAV9kEgeQLm1Ni0cWPNUbLJl4IrQAACEIBAkgQ8B7YFk2rNikiyDOQNAQgsE/DuRwJKSAQEIACBaATaGUyyEhNQitZunBVAgIBSABR2QQACEAhBwOtU4eQIAYtDIBAzAe/+w6kRM1iygwAEIJASAp6er7qUcErKSTEg0CkEvIF0/mUnO6Xu1BMCEIBAswTaHUyy8hNQarYVOb9EgIBSCQUbEIAABEIT8IwBnByhkXEgBGIl4DkaCSjFipXMIAABCLSdgH8pYeystjcHBYBAiYAXUOK+LCFhAwIQgEBdAn67pt0BeQJKdZuLA8ISIKAUlhTHQQACEBB9IfQJcuLmzQ5Fu40B2gMCnU4AG6bTJYD6QwACeSPg2Vm8LylvLUt98kIA2ysvLUk9IACBVhBIm11DQKkVrd4h18Ag6JCGppoQgEBTBPyjSljirimUnAyB2Ahgw8SGkowgAAEItJWA385i9kNbm4KLQ6AmAXOO8g7Lmoj4EQIQgIAjkMZVbQgoIZyxEcAZExtKMoIABHJKIG2jSnKKmWpBoGEC3r3JsncNo+MECEAAAqkh4OlyZiWlpkkoCASqEvDuV2yvqoj4AQIQ6HAC3vKghiFtq9oQUOpw4Yyz+gSU4qRJXhCAQJ4IMFo2T61JXfJIAKdGHluVOkEAAp1CADurU1qaeuaJgOcoZSZhnlqVukAAAnER8PqnaR0kQ0AprpYmHyGghBBAAAIQKCfgd3Ck1RAoLzHfINC5BLBjOrftqTkEIJBNAthZ2Ww3Sg0BjwC2l0eCTwhAAALLBPy2TZoD7gSUkNjYCGAMxIaSjCAAgYwT8BsBBJIy3pgUv2MIYMd0TFNTUQhAIOMEsLMy3oAUHwLbCdgIfN6jhDhAAAIQENWFm+SkEzY7nZgFHxIBJaQ2NgI4YmJDSUYQgEBGCWTNCMgoZooNgUQIeMsKsJZ/InjJFAIQgEDTBLCzmkZIBhBIFQFsr1Q1B4WBAATaRMDThXb5tL0rqRoSAkrVyLC/YQIElBpGxgkQgEBOCODgyElDUo2OJuAZ8gSUOloMqDwEIJBCAthZKWwUigSBGAjYvf3+M/5e0rysUwzVJAsIQAACgQQ8HWg/Zk0PElAKbFJ2RiFAQCkKNc6BAASyTAAHR5Zbj7JDYDUBbJnVTNgDAQhAoF0EsLPaRZ7rQqB1BLC9WseaK0EAAukgkAf7hoBSOmQpF6XAEMhFM1IJCEAgBIE8GAAhqskhEOg4AtgyHdfkVBgCEEghgUo7a/ldAhemsKQUCQIQaJYAM8SbJcj5EIBAVghU2jfnX3iRbNm6JSvFLytnWUCpUChIt/5fXFyUhfn5sgPDfunq6pJCoUfsc2FhQfNaCHtq2XHd3QXNpyBLS0uaz7z7LDsg5JdCT49YXotaFssnSurq7nZlsXOtTkvKJ0rKN995+eLnPx9pih58q0vTivzOO9mrfmT1X+BbnQ18g9nEr3/zIb+HbLKXJJ4gGw8+2IGL+qJE+AbLXXrth7TIb4+zqfJnn6WL7+bjjpMTN2+WRpe9Q36D72vbu2z/Ir+VhOK1z+AL30oC1b+nz/5dlt+DNhxYehm1lT6snYX+rdHWzr+DfqgkhP6tJLLyvR36wQsoVS73hP2w0i7+LeTXT6N8e1l+u7f7f6P5ouFbztT/Db5+GivbYfw7YQJJWeNbFlAaHB6R3t5+DSbNyfjYtkhBHAsmWT4GdGZ6UqanJlcoN7DVPzAoff0DLrg1OTEWKcBlxuXQyFrp6SnK3OyMTIyPNlCClUN7e/ukf3DI7ZienJBZzStKyjvfcz7xsUgBJfgGS1Na5Xde9cME+qHUaHHLbzx8u1X/TqF/S60k7rlkz7cofP0Pf8vye5f9QK697lq56qorfVcIv5nH59uQPveLEfl65FbsB+TXY+J9wtcjUf4Zl/6t5Hveuec2bM8gv+Vt4/9WydcGizWaEuE7rv2LCIPNyu2zae1fjDVaHXd8UvIL3+XmgG+wWKZRfg855PFy7DFHy0EHbnCFDhtI8mqIfvBIrP4cGl6j9llfJPvXy80cXIND5t+J0T7Ljf6Frycn/s8o+jdohjjy66e6sh2F78rZK1t55js7Oy2TbbfP8qsf4LtyH9nWsn9n0A3+NLnz9y/8vqRa9o3ZZ8Mavyho/CIrfMsCSsNr1rngi80qGtv2aKSAUo8aHBbEMRizM3oTT4yXkw75bWBwWANK/a4ME2OjzggKeWrpMCvDyNr1LrhlTsTx0cdKvzWy0dvXL1YeS9NTE85R28j53rF55/vpj320YQeMsUkX36LK75r8yq8GRGdmpjyRbOgzHvmFbzXo8A0m06f6t9/Tvy2UX/+D30pmD/+LLv6O3HnPvbnSD+3iG9TaNvgjb/q3nO+46t/poKrX3Zcq/TCk9pnel+a0brd9lhRfm6HU6Cwlv/xaO09FtX87gG+UgAd8q6uJuPUD8lvOGr7lPLxvcehfm5XwhMc/wQWSbrjpZvnmt74p121pfNkX9IPXKqs/kd/VTGxPHPJr+aSJ76DaD+ZXyap95s1S8s8Qh69J2erU1zfgG/Cenv7FzLTav5PR/L/pkl/4rpY6cT6QOPzrfvk1ebG4QZQUu36IWX5Np23auNH9rxVI8uoeV/yilXzLAko2eqVYLGrwZj5yo9r0QIuY2wiWudnZSIEgA2qGYbG3181QstlFtgxflGQPVQtyzc3NuVlKUfKwqbbGxpLVyR9tbCS/vPM99zPnRAoopYmvya21E/K7WrLjkF/4rubq7YGvR6L8s5X6wYJIlk46YbN78Nu2/+GfTvnVGbhzs7l4vsHXJC445Vc/pFN+PafGmWd9IPSa1umU3/zYv/AN1g22N7/6IU75nYm8dDR8g2Wv3D4Lz7dywM7W62+Q7156ic783hLZ/5BP/dDjfCFG33whtux+lIT8BlOzWW3ma7LUPN9e5/OK6hRFflfaqHKW0rL8wneF0PIW8ltJZOV7PP7fOPVDc/519MNK21ZupfH5dtCGDXLcS48N9CVVlj/oe9bktyygFFQh9kEgLIH3n3HGducrL0wNy4zjIACB9hOodG74g0jtLx0lgAAE2kGg0qnRjjJwTQhAAAJ5IFDNzrK6ZfVF1HloF+oAgbQRMH+SpTPPOittRaM8EIAABKoSqGbn5N3GIaBUVST4oVECBJQaJcbxEIBAuwhUe+hbefL+4G8Xc64LgSwR8GYp+ZdeyVL5KSsEIACBdhIIsrOsPOdfeBF2VjsbhmtDIMUEsL1S3DgUDQIQKCMQZOd0mo1DQKlMJPjSDAECSs3Q41wIQCBpAtUe+nZdgkhJ0yd/CGSLgOmL95/x95GW8s1WTSktBCAAgXgIeHaW5WbvDbDErG+HgT8QgEBIAswQDwmKwyAAgbYQ8Gwd7Bx9r9bwup2X2tIKXDR3BAgo5a5JqRAEMk8g6IFvleq00SOZb0gqAIE2EMCp0QboXBICEMgUAc/OskLjXMlU01FYCKSSALOUUtksFAoCHU3As3Wwc8rFgIBSOQ++NUGAgFIT8DgVAhCIhYA97C2ddMLmMseG7SOIZBRIEIBAWAI4NcKS4jgIQKCTCHiOFaszzpVOannqCoHkCXi21wUXXaR9N97NnTxxrgABCAQRwNYJolK+j4BSOQ++NUGAgFIT8DgVAhCITKDWw94yZTm7yGg5EQIdT4BZSh0vAgCAAASUgGdreQEkg8JydogGBCCQBAEvqMR7LJOgS54QgEA1AmbrWKocnMzA5GBiBJSCubA3AgELKFk686yzIpzNKRCAAATCE8CxEZ4VR0IAAtEJ4NSIzo7dpr1rAAAUiklEQVQzIQCB7BKo5lSxGuFYyW67UnIIZIGAZ3sxSykLrUUZIZBtAtXsHWyd+u1KQKk+I44ISYCAUkhQHAYBCDRMwAsg2Yne6FgbGWuJh73DwB8IQCAhAsxSSggs2UIAAqkiUM3WMjvLEjO+U9VcFAYCuSbgBZWYpZTrZqZyEGgLAYJI8WAnoBQPR3JRAgSUEAMIQCAuAkEPecvbW15leXtLXJcjHwhAAAJVCeDUqIqGHyAAgQwTMFvrkE0b3UAdb7COVceztQggZbhxKToEMk7As72YpZTxhqT4EEgJAQbNxN8QBJTiZ9qxORJQ6timp+IQaJpArQCSZc4spKYRkwEEINAEAWYpNQGPUyEAgVQQqGVrMQspFU1EISAAAR8BL6jELCUfFDYhAIHQBGoFkRg0Expj1QMJKFVFww+NEiCg1CgxjodAZxOo9oA3KgSQOls2qD0E0kbAc2owUjZtLUN5IACBagT8ASQ7xpuFxJLB1YixHwIQSBMBbK80tQZlgUA2CHg+Js/msVIz8zqZtiOglAzXjsyVgFJHNjuVhkAoAtWcGnay94Bf3mYZu1BAOQgCEGg5AbNzrHPCSNmWo+eCEIBACALYWiEgcQgEIJApAl5QCdsrU81GYSHQMgJm+1Qu38vAmdbgJ6DUGs4dcRUCSh3RzFQSAqEI4NQIhYmDIACBDBHwnBrMUspQo1FUCOSYALZWjhuXqkEAAiUCLDtcQsEGBCCgBMz+OemEzaWZ1waFQcqtFw0CSq1nntsrElDKbdNSMQjUJVDNqeEfHWKZsFZtXZQcAAEIpJiAF1RipGyKG4miQSCnBKrZWlZdHCk5bXSqBQEIqOP4BDlx82ZhQA/CAIHOJGD2D7OQ0tf2ZQGl3r5+Kfb2ycLcrExPT2tplxoucXd3t/T2DUihUJDZmWmZ07yipGKxV4p9fbK0sCgzM1OyuLgYJRvp6x8Qy2t2dsaVJ0omhUKP9Pb3S5eePKN1Wpifj5KNcsk33/e+528clzPPOqshPvCtjitt8tur+mEe/VDWYHHK7zLfOZlWnSdLzejfbtV3M4nq32pODX8Aqbe3V26+9bbU6N8s8S0TsipfYtEPPT3Sp88mS80+3+C7uqEK8F0NZfueNMqv2awzIezfoJGyK/Zv8/q3V+3fBbV/Z9tt/8Ysv2H5BgkNfIOoLO+z/oXpX/iWM4pb/7aDbzVb6/obbtS+8YJ736TVurHBOl3aP9Y+abP940T0g9q/EVK69AN8qzWhyVzzz7d88u1T/1l3IQX2Q5fyNZ9VCvXD5z99tgucN+prMv1gfLuU71yT/eOm5Vf59mtZeorF5vrHKdO/eeVr3hjzaTfj/12xz6I/33LNV/tdCwur/et++yfoXUj2nLn51lt99m8a+PZrXRaa6L+pftD4RVz6wclvFb7VntP+/eX9i2C+ZQGlkTXrpKDKbUmDN6OPPaL+zMYdmj09RRkaWStdqizt5pucGPOXKfT24NCIC8BYGSbGt6kTey70ud6BVoY163aQLn2ImBIY2/ao91NDn+b0GBgccudMTU6osyEYZr1M4+BrD8Senl6x6NaiCuv8fONcrJzWTt0a9LOY4fz8bOSAnSlIbWyVlUU5RN8rYOmqq692n2H/WPCxoOWxtKD1sZswSiqq87qrq9s54i2AGCUhv9Wpjaxdr+3Ukwr9kIT8zs1GC37HJb9p4lupfw88YIMTDJtWbKnyoW77zr/wIvsoOTVSp39TJL9lfMf0+RZBj8PXiVvgH/gGYnHP/djtszbLb1z6t1H7YZ999pF9995bbrvjDrn99tsd8DTbZ1Gfb7HZv+jfwJsyTXzzKL9x6YdW2mdBI3BNeLzBOt+77PvqaOiVG268SSbarH/TJL+J9N/gW9Jb8C2hWLXRSv2w6uIVO9Jk/8alf/322W677brK9qpAEPg1j8839G9gUzsfdFz+X5PhefUht9s/mSb5TdL/4A8gWet6/ibP/jFfU+XgmVj0r8Y/hoZjjl90kP1QFlAaHBp2QRwL3kyMj0YKKNlofcvHghUzU1M602ky+G6vs9eUZP/AoAuaTE6MB0Yt62ThFMrQ8BpneDcT3LJZWwMDGlDSII4FlOYiBivi4FuvzvzeHAHktzq/ZfkdcDOU2q0fqpcyu7+kie+hTzrMjSA89kXHuADvpo0Hl8DaQ93+X7fFPreU9ldumMGRPv2bDvnt7x+UvoGBHD7f4Ft5H8RrP8C3ki/fkyVgjuvBweGY7F/kt7K1nH7wDViL3r9YHoRnM8ij2meVZeP7CgHPSdsM36D+RTXniV25mgMldfZDSuQ3iO9KC4bfgm8wq/TyndLBy+PBha6zt6R/dXDt1FQz/p3m9W8e+dbBz89NEkB+gwGW+x+i64fu7oKbBRx8lc7dGxdfT34P2rBBXnLM0W5yQlAAyUjX8jclZZ9FaeH47Yfo8uvxtckjST/fygJKFv202TxLi0vRbyB1Irp8NPpiy9TZzJUoyWaaWD5L9s/l0/hsKbuuKYOubp1Bo3lEXTbPbhwri6XlOkUtSwx8XSn4kxgB5Lcq2jTph6qFzPAP7eRbfUTs9Up0adXso7CYc6d/0Q9Vm76d8ltZKOyHSiLbv+dQfqvUlN0xErARmpbabv/mUH7pX8QoqAlmFcfzzdr6kEMOccunbz7+eFdaz3liX8IP1qF/HNTUxtd8GPoX/0MFoLjkN26+zi8TYTUcq17e+hdJyG+7+VaIIV9jJpAm+wH5jblxU55dM/rXfE7VVrypXO0mDAaeb8GUWqkfygJKwcVhLwQgAAEI5IVAvRGxYWYf5YUF9YAABCAAAQhAAAJxE6hna9n1ojhP4i4n+UEAAhCAAAQgAIEkCFQftLwVGygJ4G3Ik4BSG6BzSQhAAAKtIIBDoxWUuQYEIAABCEAAAp1MoJrTxJiEnX3UyfyoOwQgAAEIQAAC2SZgtlC1GUgMWs5221YrPQGlamTYDwEIQCBDBMIEj3iQZ6hBKSoEIAABCEAAAqkjEMbeYvZR6pqNAkEAAhCAAAQgEBOBerYQfqeYQKc8GwJKKW8gigcBCECgkoD3AD9k00axNfj96/Dbsf7RsMvft1RmwXcIQAACEIAABCAAgRoEPHur2ohbO5XgUQ2A/AQBCEAAAhCAQOYJ1LOHsIUy38SRKkBAKRI2ToIABCDQGgLew5vgUWt4cxUIQAACEIAABDqPgGdv1QoeMeK28+SCGkMAAhCAAAQ6jYDZREH+J7ODLBFA6jSJCK4vAaVgLuyFAAQg0HICnjMj6OFtheEB3vIm4YIQgAAEIAABCOSMgGdvBQWPrKr+md5btjLLO2fNT3UgAAEIQAACEKhC4Mtf+ELpF/xPJRRsBBAgoBQAhV0QgAAEWkmgq6tLzjv33LJL8vAuw8EXCEAAAhCAAAQg0DSBt5x+ujzvuc8t5eMPHtlOAkglNGxAAAIQgAAEINBhBE464QS5bstW7KEOa/co1SWgFIVai8/ZuPFgMYfzFr2pw6Qwx4c5xrvWDjvsIM854tny7Yu/6+2q+3nwQQfKTjvtJL/69W/qHlvtgKTLWO267E8vgU36zqC1a9bIb6/4nfT398uzn/kM+fVvr5Dp6en0FjpEyez+PnHzZvfgtsNxZoSAxiEQgEBHE2jERjBQYY4Pc4wHHdvII8FnHgl0d3fL8S97qVz+81/IY489Fur+yQqHpxx+uExOTrniYm9lpdUoJwQgkAYCu+yyixy44YDQPp4wdlWjeR5/3Evd9R9++JFQSFrtl7JCNVrGUBXhoFQR2HnnneQZT3+afPd7l+bKL5UqyBQm9QQIKKW+iUTedPobpbu7IOd85nOhSlt5vDmrLS0tLZXOrzym9EPAxv777yfveNtb5T1/+76AX4N3HXP0UbJBjY1Pfuqc4ANC7E2ijNZBXlxcDHF1DkkjgWNf8mLZY4/d5TOf/bzsvfde8u53vE0+9omz5bbbb69bXNq+LiIOgAAEIJAZAo3YCFapyuOxjVaamufjCgu2lgkUCgX5t//7f+TDH/243HHnnavun1qcgu6tWsfzGwQgAAEIZIPAkc97rpif55/+5V9lfn6+bqHD2F6N5vnv/+8D8olPfVpuvuXWute3A1rtl7JrhikjtpeRym6yQOVpp54i7zvj/filstuMlLxJAgSUmgTYitPtYWMpbCCk8vhnPuPpctihT5Kzz/lsqbiVx5R+CNhoV0Ap7jLutNOO8r6/++/yd+/7h4BasisLBPwBJStvT09PKGPWjv2Xf/pHOfcL54UKPtnxJAhAAAIQSC+BRmwEq0Xl8dhGy22LbZReGW9nySoDSpX3T62yBd1btY7nNwhAAAIQyA6BRvrflc+Oas+HRvIME6zx04wjoFRZD3/+QdthyohvIohcdvb5A0pW6kZkmLbPTjtT0toECCjV5pOKX3d93ONEdJLRfffdLwMDA7LbbrvKLToiw2Zq7Lbrrm4pvInJyVJZ/cfvvdde8uxnPVN23303+d4ll8rc3Jzccutt4j/GO9HyslkfMzMzcuONN4mXZzMBpU+f8znZb799ZWhwUK69bssq57/V5wCdAWUd15tuvkUmJia84gSWcc8995A999jDlW1Wy2npwYceknXr1pVmUXlctl5/vYyPL+e30447yiGHbJSXH/cyOUdnt1iyUS1hRta4g/nTFgJr166VDQfsL5NTU3Kryu0Lnn9kaYaSPbRNdvzt2NfXJxsPPkjGVY7seAvCDqrs7aVy8+Y3nSYXf+d7cv/998u9990no6Njrk52jf3321eKxaI7x+TJSwcdeKDcetttMjw87K51++13OHnzfvc+7X6ye8dG8dp9WplqyXnlsXyHAAQgAIH6BPx2DLYRtlF9ieGIWgTMDt9H7RhbrvrOO++SBx58sGyGkv9+8/LZfbfdXP/ihhtvLNlU1foddo7NXDJ763FqM9kyetffcKMsLCy47MxOM7vM+ikbDtyg9vu46+u4H31/zM4z289swK3X3yCzs7O+X8X1J/bdZ2+xJSnNDnzo4YfLfucLBCAAAQhEJzAyMiI76yBd8ydZqtdX9j87qj0fKvO0fGv1z8MEaywPL3kBpXp+KXsOVnt++Ovh5VvNL/XII4+WZig98uij+szaX30E+lx94AF3aj3fhJc/n+kiYK9bMPujt7d3uz91l9IMJfxS6WorStM6AgSUWsc68pX+8pWvkO5Ct3z1a98QC+6cdsob5Pd//KMc9qQnycOPPCz77LOP/PTyn8sll17mruE//hUnnSCP37RJ+vr7nKN72+iofOGL54n/GDvp5ce/TGzEyE033Sy77vo4GegfkA995D/kUX0IRg0oHaLXnZ2blcGBQdeJXLdurXz9G9+Sq/98jSvnIfo+nFPf+Aa56667nePfHuBf+vJX5cqrrl5VD9ux+fjj5GlPe4rcoMGuPTWYZkEi2/7FL3/lAg62LN9Pf/ozeepTD9egwQMukHX5z36ugbTL5FnPfLo89zlHuE7sbbctL4/2+XO/6Dqs7mL8SR2BF7/oGDnqBUe6gE5PoUdGRobVyXG3k2Vb8s4MzX/5H/8g/+t/f8DJ6X777qtBo1PlZg1Mrl27RoaGhuQDH/yQk+cTXn687LfvPi6QND09Iz/40Y9l69br5cmHHSqvfMWJcvfd9zgnhAWFbBbTNdde63iYwXrp938ozz/yuWJyY8s4WjDXgpIWrDLD89Q3vl4DVnu63y2Yac6Qj37sk6X3OtWT89SBp0AQgAAEMkDAb8dgG2EbZUBkU1vE9evXybve/jZZXFqSe+65xw2Q+f0f/ihH6SAeb8k7//1mFXnz6afKjmqH36eDdOx9Gpdc+n33Totq/Q4LBJ1+2imyy84760zxO9w5D+kAno/8xyfcktxve+tb5N5775NDD32i66+YPWXvxzQHoBcUOnDDBnnTaW+Uu+6+29laZrOZje+9r9WCSO98+1vdYLH71XF38EEHyW/0PZsXXPjt1LKnYBCAAASyROAphz9Zjn3Ji+Rftf9tqV5f2f/sqPZ8qMwzTP+80SXv6vml6j0//PWwetfyS11z7XWOi72D0Pxr5kM4QAfI2qf5EGygdzXfhOVNSh8BG7B8utofNjB5dGxc9lbfzx//9F/yTPUx2pJ3+KXS12aUqDUECCi1hnNTV/E/wMxp8k4NnFzxuz/IN751vnNqP/Uph8trX/0q+Zd//d9udJ//eLuwOeYtWONf8s5/jAWQ3vvf/0Y+8rFPyB133OnK+va//is3cvBHP/5J5IDSS/S63/jWBa4zZ5medOJm7UBuUCf/vzml+49nvNcFt2zmkqVNGw92ivpMNVAe27atLOhlwYT/9c//Qz74bx92QQGbdvzPGky48KKLXQDK4/L7P/7JBa1sxKMt8/eG1722xMWCAX/15tNZ8s7RTvefJz7h8fK6175GPnn2OXL7HXe4wm7SAOSbdJ3arTfc6N6hVPngPuX1J+tLliflm+df6I5/3cmvkSuvvEqDQ9e5gKYZvBbo8d635MmQBWMt8GjpRce8UANP+5buFTvnXp1x9LFPfMo5Nmwm3D+9/wz50nlfkf/SvC0QayOzPv7Js2VKZ1FZMhl78MGH5IKLvh1Kzt1J/IEABCAAgYYI+O0YzwbANsI2akiIONgR+Nv3/De1Wx6UL6ptY+9btZG2b3nzaXLgAQcEBpRspPZ7/+498s//80wZGxtztv1zn/MXYgO17PygfscRf/FseeFRz3cDfSxQ1NfXK/9T7Xrrm5iTzQJKdh//3//3IWdD2YAdK9ctt9zi7Dobwf7+f3ifCw5d8bvfu3KbvWbl/OC//bsOLHpM3vu379G+yw3y7Yu/63632eV2jg1mM5uNBAEIQAACzRGoDP7U6yv7bTW7ctDzwZ9n2P55owGlWn4pK1e954e/HvX8Upafcbn/gQflYx//pBv4vGbNiPqu/lHO08HT9jyyGbuVvgk7j5Q+AmvXrJF/UL/ld757ifzyV792Bdxhh/Xy7ne+XWzWUlBACb9U+tqREiVD4P8DAAD//7Y0M5AAAEAASURBVOydBZwcRfbH37rGcAkOEdz5A8EhOAR3P+5wt0Du8MPdXY+Dw+9wt+M4DrckSBLco+v6f7/a1GxPb89MT0/Pbk/Prz6fZGe6q6urvlVT9eq9V1Ul9UPn75a5oaSkRPCvu7vb/LPXs/1bUlKq6UhO6fTmBel0ZZuFRPzedHIo01wuJtEc2ATNyx677SqlZaXy9/v/IUsvvZQcfcRhctW118u0aV+bLNXU1Mh555wp1994s3z11RRxxkeErbYcK0susbjcePOtJj7+c8fBtfr6ellG06+urpbRo0bKPPMMk8uvvMa88yh95wknnYpovsLYLTaTTTfZWCb85Wzp6OgwzyDNPxx8oJx82hmy6iory447bCcPPvRoUnp77rGrPPb4v+Sdd99LyuPCCy8kJ51wnJx59nnS0NBgnjn5xOPlP2/9V97495sJLtdcd4NMmTrN3K+qqpK/nnuWXH/TLYbLsssuI3869BA5+dTTk97p/hLX9qs/yZB+kzn8ljQPfvjuvuvOph3efe99SdWDdtja1ia33Hq7DBkyRM768+lyzvkXyowZM2TzzTaVzTbdWF597Q35+ONP5Icff0z0Y/jtXX7JhXLVNfq7+brnd2MTrqyslKWXWtKkN88882g6m8gZfz5LWlpazDNPPfOcvPDiSza6nHj8MfLJp5/Js8+9IKedcpK89vob8uZ/3krcx7tKS0uls7NTVl9t1Yzt3D4YtH+wz9u/fvjauKn+9uYlOv1vIbXfVFztdfK1JPr+ZfvtywRXettM/vtf7xz0Xu3Ny8D2D045hrJR/mSjEh3P2P/2tn/7qfd3kMNvEvKC/kPIZe6VS14GDx4kZ/9lglxw0aXyy6+/2uIJZOYjD/ujXHHVtfLNt98myeRVVZXylwmny/ff/2Dk8EmTP5fm5ubEs17zDntz/vnnkyUWX1zKyspkow3HCJ7957+elCP0XV1dXUlzFcwThi+6qFx3w02y2qqryLgdtzfzAJsW/iIdsKuvr5OztBwPPPiQNDY0JaJsvNEY+e236XL/Px5MXMv2Qy58ne+K4/hm22+X1oFWhLO4vj+TrzcqywV3yTeZkWUTSr+pSSMdtt9exun4rrH6arLN1lvKuTr/RsD8Ot1c2SmrIb7X+OBOE/Eyzc8xLnw1ZSqiZgyZ9FJ+xg9nOTLppZAhcHn62efl+RdeTOTv+GOPks8mTjI6BDBOpZtIPJDmQ6KONA7bbzKoBBv9XRs2ybez/mb1OdBDOgPa8iYbbyinjp8QO72Us5zuz2HwTaShibP9JhNOsMmh/SbS6Ae+JU6DUk1tvVSpMaFdFbZNjXMC/QAh2NfUDTICfktzk7S29E4wklGl/1ZVXaMK5Vrp7OqU5sYGVc72GCXSP+W6qx11nealorLK5KO5qccQ4YqV8WtFRaVU19aZCXVzc6Phk/EhjwhB+ToHMChNoFQ/8eTTkurnwvPPkTvv+ZtMmjQ5adKHbHgN3M40a9UgdegfDpbBgwerMWaqNDU1yaKLLCKDBtWbCaZ9Z7YGpRHLLSvXXn9TgsQiCy8sJ594nDEobbLxRjJm/XXliy++TNy3H97/4EP59LOJSeWAgv64Y47UCWuLvPf+BzoZXUxWXmkluezKq9SYMDNh9HJzOV8NSvf87e+Gix+DUlzbb422X4SBaL+2XvHXL9/D/3SofP3Nt/LU0884H5e99tzdGD69DEqIuPLKKxkjzsgRy8ns2XPk3vv+Lt9++51RxrqFNnS0u++2i6y4/PLGyDRdjVJ1dXWyhhqB/qICw5w5c4ygB0Ptl2qotQFG0Z9+/lmefOoZufjC8+XW2++UyaoQ8QpbbL5ZxnZunwvaP9jn8dcvX+czXp9N/1uj/a8axYL2v+BbG1L/W2jt14up8xr5Omn0fmb77WXh/sT+wU0k2THGyiluGYCykbfM6Fc2Qj8+aPBQA7+5SeXf9ra+FeHjSnzbb6XOL1okl/lFYnwbIL5LLbmkHH3U4XKKOntZBzBU6bBhw+QvZ5zmaVDCfRiiNhwzRkaPHiULLbiAvPHmf+TRx/6JW57zjsUWGy4HH7C/NOoc45tvvpF2dTZbXp/9XOcBDz70iDEoTVHl4DPPPW/SwH8bb7SBOqCtIldefa1ssfmmGn+0OgZdl7jv/ADHIMyPMEdwhx9+/EleevkV92Xf38Npv+U6P64PZ34cmnxW+O3XVmJZGflaFu6/0W2/c8w8w53fTN975xdRar81qh9qzUF/lo/2mx++buMP5tep5spPPPl0kj4Hdeull3Km6Xd+nq1BKZ1eanEdnzKNH07dWSa9FMrpxeWgA/eXX9VxA1xQTrduAs/5DRXqEFtTM1e/k7P8UDzt1y9fZzzIH6NHjZKr1aHfGdZacw3ZdZedPA1KiFfIeilnOZ2fQ+t/o9h+S8vUoTxH+0VCPstP/+usi3Sf89E/NKp9SA0QfV6bZFAaNGSYlJWXm4izZvyeZLDo82SKC+XlFVI/eIjeLdGBtUW9xPTFAUJt/SD1TKjWJ7ulYc4s6WhvzzoVNPghw+aFa690dXTK7FnTs04DD0D51zPhKzGTxqBGsqB8nQOYVZq4jTvplCZbjt1cV2AsJTfoSh0bnGmOWX892WrsFnL2eX9VZUEP5920c4QBBh6Lqd5p0/L6C08QPH/9DTcnbjsNSsvpvT332E3OOuf8RDtDfS2ok9Lff59u8uHMI1YbHfbHP5jVSVBy//Lrb/K/d97RQfk3k36qPDqVJssss7TAUHHSKeMTeXJ/YPt1E+n9HrT99qYg4pfvdttubbxSnavqkM4pJ50gM2bO7LNCadasWYI2BSMUVhZBMX2IGn46VWFx2x13GaHtMhV4r7n2Bpk6bZrJ0sILLaTpHZ9QluAiPGD333fvJIOSW2C1BiUIg8cefaRZrfTiSy+bNPHffPPOq14qg43XFFblZWrn9sH+5Gvfmeov+19vMs7226bjWxPHtwSowSo/lIYoP0SLb4fKDzMSZc3mQ1jyA/n2pe6UEVLJAJSNegxKbpnRr2wEpcngofMo/NzkX7bfvu0XV3r7B3X4UYVQ0PlFLnyx2uiv550jWOFvdz5A3lZRB50D9983ISM5f29YZQTvcaxQQsDuBlDGXXbl1fLdd9+L17zjwAP2k4qKCiO/mYf0P6zy/mrKlIRBCbssPPv8C/Z2kkFp5MgRcpCmcfqEM81KJhsJctZ3338vbeoMiXJcfOnl8vPPv9jbutvCPNLa2iqNjY2Ja9l+yIWvfVe5lr1+UM/8OH7j28C13/jzrdcidg9Y/5BXvrNVv9ORq34nV/mMfG0d27/J+rO+fJ3GHzwDo0i6ubJz7EB8r/HBmWbQ+TnSThUy6aXKdCegTOOHsxyZ9FLIhxcXt0HJrZtIlX+v6z3yA9uvm42z/UIPNCfg/M2Z7iiVMyAPYQcb6CFt2GWncbL22mv2MSjFQS9ly+j+Gxbf8NrvPKp/KMvNfhGSfFan9osKa78IYXzLpf32J98kg1JVVY1Uzl2h1KrWuSBLBEvVsocCQKHb2tpivDXcDdHPd6wqqqqq1klDp7Q0N5u/fp5zx6lWyz0sdG2al6ATNSgRUSYEpBFE+MGzQfk6B7AgSpMRyy0nB+y/j1x73Y3y+/TfddLVnuQtAuv6brrF2KWXXSm//vaboNPcd+89jfEmXwYltI+TTjjWKOOx0gMBW5atsPwoM3nFthfOcm+9lS4p3WgjefHll+WXX37VckyXn376yZQFz6bi4lSaYNJ87tlnyn1/f8BssQHDgzuw/bqJ9H4P2n57UxDdCq5MVx7W6BaO6fuHRRZZWI496khdEv68er2+aZ6DMLjBmPWNN6vXCiUYepq1Th959HFjkNxvn71k5sxZ8ujjPR6zxxx1hFmJBC/VpqZmY/T5yxnj5T7dSvJ/77wr8883nxx80P7qabugb4PSOuusJTtuv53cetsdZqtFePQecdih8vIrr5lt8CBwZmrnlk9/8rXvTPU3nP63RKrVSyOK/S+8T7w8LFLxsNf9tl8bP9XfWPLV33WljtlY4Uy+vTUfmvxAvr1Q535yygipZIB0BiXKRj2rt9PJRpg4YqUpQk7yr7P96u4FUJBmG9j/piaGOUqi/w3AFzL/8OHD5fY771YZ+xfBaiIoT+ZRmcZryzvchwHpJt1Ke4puM40t7I48/E9y7l8vNKu7vX5bcK4Zvugiqni82chom26ykW5TvInZ4tquUEpnUIIBC1sOf/31N/Lwo4/pXKxTNtxgfVl/vXXloksuN2kesN8+ZneFO+661+y2gBVQe++1h1x6OXYzCOYUAOq58kUapv3qjhD4O/Dz44jJZzm237zwVaVhi875oYfIPpBvKmYJ+Zd8kxCF3j/kwlfHfewSlGr+5jT+oBBehhOn86VTVkN8r/HBmeawYUN1dWz283OknSpkMihhdW6m8cNZjkx6KeTDi4vToIQ4bt0E9F9+Q17mFwHkB+Q3su1X9UKtrcF2y3LWA+TkE447Ro9T+EkefuRRs2MSnG722H1XE81ry7tC10s5y5/02dk/5MCX7TeJauIL5l1Vtv+NHF9vx6wkg1KiJPwQKQLOASyI0gQepnvrVmHLLz/aeBPCi8SZZrl6le+ryveVV1xBWtSL7zc1Kr3x7/+Y82jyZVDCwA3lO5T+MB5gAIVnJPZRx3ZiCM48Ylu+8aeebAwCMHQuoWdCwdMR241hi4xUXJwGJaS5mZ7rtL5utTds6FA5PoszofAsQ/8SwLZ12C9/PjX0wBsE5xbB63TJJZfos0IJioL55ptXdtpxB9MW0Ea+0dVK2EsfWyIiQLEAARD78V+LfZfVExZGTAiZaI+tLa3yj4celj/q9o/OLe/SeV0hXSg0cF4YlB3wgsWWjf964qmEQT5TO0caDCRAAiRAAtkRcMoIqWSAdAYlykY9BiVQp2yUXduLW2w4eUExgnkAzsyaM6dBHnz4EbNFHWQg9xlKKD/ODVhv3f8zWwVjO+rXXn/dnGGJe16/LZzLCgXLggssYOYaE3WL7tmzZ6uzXZWvFUpId4huzb3PPnvKEostbrZEx5bGTz/7XGJlFeYze2o5VlxheXPmDHYxwBmYH3/yKR5nIAESIAESyJGA0/iDpLwMJ+kMSl7jgzvNIPPzdMXyY1DKNH44Zc5MeqlUXNwGJS/dRLpy8N7AERiqukM430AH2dXZJT/89KNxIN5HnVa8DErUSw1cXfHN/UuABqX+5R3pt8H6DiNNQ4O39RGZr1HDDiaQqQKU+F982fdcpFTxcR2TSQQo41MFGBYGDxokd997XyLKTuN2MNuL3aKrQxgKl8DoUaNljm4d9t1333kWor6+3mxj59zb3zPi3IuVlRXGU8ZrBZrXcxBs0bZm6rZ5uQQoOmbruUupVnb6aee5vJ/PkgAJkAAJhE+AslH4TJniwBGAzPXFl18YRxp3LiAPDVKZa5YaevwGnKWEMyv9Bsh02J4O/4IGOPDACNasO1h4BdzDfKWhIdjZuV5p8hoJkAAJkED/EfA7P8fRDXaO7c4dzkN++3/vuC+n/e5n/KBeKi3CWN/EnABn9uHMeT+Beik/lBinkAnQoFTItTcAeR80qF5222XnlG+GFyC2Dws79Kw8WVIuv/KahMIeHgE1tTW63didYb+O6eWJABQZCPDIweGG+Ifw7nvvyeVXXWU+8z8SIAESIAESKCQClI0KqbaKJ6+pZK4jjj46K6NR8RBjSUmABEiABAqJAFYO1dXVemb5t99/N7vfeN7M4SL1UjnAK4BHFxu+mHz73bcFkFNmkQQGngANSgNfB8yBDwI4ABjLp7GCCltcLKjn3FRXV8lNt9wmP+p+pgzRI5BKkWFzOnHSJPMRe+GnW6Fk4/MvCZAACZAACZBALwHKRr0siv1TNjJXqhVKxc6Q5ScBEiABEiCBTAQoe2UiVDj3rey0y07jTKbh7PzeBx/IZVdcUTiFYE5JYAAJ0KA0gPD56uwIYG/bxfTQYOzD/vv06fLDDz/olhnt2SXC2HkhYAdj98oj+zKn8QjXJk6aaG/xLwmQAAmQAAmQQEAClI0CgivwxyB3UeYq8Epk9kmABEiABAqSAGWvgqw23R2nZ7ccpwHJlgT6Kjg6Y7tcrlCyVPiXBNIToEEpPR/eJQES8CBARYYHFF4iARIgARIgARIggZAJOGUuJG23C8ZnOuyAAgMJkAAJkAAJkAAJJBNwyk+UnZLZ8BsJhEGABqUwKDINEogxAedAjGJyMI5xZbNoJEACJEACJEACA0YAMhdCKu9Z3IMHLQJXexsM/I8ESIAESIAESIAEzAokr9XbTucbyk5sKCQQHgEalMJjyZRIoOAJUJFR8FXIApAACZAACZAACRQAAT8yF5Qgn02cRONRAdQns0gCJEACJEACJNB/BJyOz26nZ8pP/VcPfFPxEqBBqXjrniUnAePFQS9YNgQSIAESIAESIAESyC+BTAYkKj/yy5+pkwAJkAAJkAAJFC4BGpAKt+6Y83gSoEEpnvXKUpFAHwJUZPRBwgskQAIkQAIkQAIkkBcC6RQfeCG3rssLdiZKAiRAAiRAAiQQAwJO/RVXIMWgQlmE2BGgQSl2VcoCkUAPASoy2BJIgARIgARIgARIIP8EnEoPvI2Kj/wz5xtIgARIgARIgATiQ8ApS7nlKJQSjjg8Ayk+9c2SFD4BGpQKvw4jU4Lq6mopLyuThsbGyOSpWDLiHHxRZvcAzG1UiqUlsJwkQAIkQAKFSAAyVFVVlbS2tkpLS0shFqGo8kynnaKqbhaWBEiABEggpgSGDBlC2WuA6jaVDgu6KwQakAaoYvhaEvBJgAYln6AYLTOBXXbayRgyzrvggsyRGSMnAs7B1208QsLcRiUnvHyYBEiABEiABPqdAOSonceNk30OOKDf380XpidAA1J6PrxLAiRAAiRAAoVIwMpe511wIVe/9EMFQp5yn+HtNCAhC1yF1A8VwVeQQAgEaFAKASKT6CFAg1L+WgINSPljy5RJgARIgARIICoE/nbXXfLIY4+pY8ijUclSUeYjnQGJq76Lskmw0CRAAiRAAjElQNkrfxWbTo9FJ+j8cWfKJNAfBJIMSuUVlVJeXiGdnR3S3tYa6P0lJaVSUVkppaWl0t7eJp0dHYHSKSsvl4rySunq7jLpdHd1BUqnorJKysrKNR/tJp0giZTqNm4VygYBZerq7AySjMSd7w7bbRvIszb2fNvapFvbcTbBKjKWH728jBo5IvGo03vDr+cG+Sbw9flg+4cO7R869LcdJJBvamrk680maXwL0D/YVMnXkkj+GzZfyg/km0zA+1tY8u+uu+wiO+2wgxz0xz+pLJ69/GBzZ/sHtl9LpOdvqv7Byl1Y9e1e+e1lQLJ8KT/445scK/O32PLVeXJ7R47zY52Tdum8OIz+IXbtl3z7/LigwygLS79DvuTbh4D3hbDmx/3Vfu0qpXQOPUZ+iFn/my++kKnSrULy0mPFkW+o+l/2v306G/Ltg8RcCKv/9cM3yaBUP2iIMXrAYDJn9gxVgnd75zDNVXQEdfWDjUGpVfeAb25qSBM79a2a2jqpqq4xAnNTwxyBwJttKCkpkUGDh0qpGpSgLG6YMyvbJEz8yqpqQX4Qmpsapa012N72cee75eabBjIokS/OPBoty4/uUWI4FRmff/GloB3/88mn5L333jFtMNv/yNebGPsHby64yv7Xmw3HN28uuBr38Y3yQ2/ds3/oZeH8FGb/cOsN18uTzzwr/3jwwRzk32Eq/5ZR/nVWkn627XfZpZeWpZZYTEaOGOHLgORMpkd+iBffcp2/1YY+f5ut7Td7x0Lydba25M81tfU6P66eOz8mX0snuf02m/m6vZfNX/L1ppUPvo0NswM5Hsezf6jQ/nfQXP1ZOO03fnw7VD85M5B+Eg7zfvhao1KqbYed/QP59vYVli/kqa232FzlquUSN+GQ43cVEvkmsCV9sHyxYKO1hf2DE06v/iH//YPzvV6fi7X9JhmUYAiCRxhWFTXMCdZhmwl13WAp0Qbf1hq8wVfX9BiUsDKpsTG4wIFGBq8crLhCxx8kVCoTNBCE5ubgBqW4891qi82CGZSKkC8MSAjw3HAakDDoWk/YSZMnGSUt269BlfQf+4ckHIkv7H8TKPp8iGf/O1THt3KOb67aDq9/IF8XWvO1RuWzSnX4yV0+izFfTPhUXgwSwHcnPUdp263GyqP//Kc89PDDWScDhVv9oBD4Vqn8WxNB+TcAXyt37aYrwNzKDit3eXnMesEnXy8qPdci1T8ktd8GnZcG230jdPkhQPu1xMnXkkj+myT/xoavOrTqeIDQ3Mz2a2s8vP43hnzVAbqyKiLyGRyybftVB/O2gLsfhd3/QiHfkkI+g5wwYfxpKbcdhkMK+dpfYo9DNL7tsrOeoz5ypLkx+fMv1OGh0xiR/MpUNkXytSSS/zrHt3TtN/mpvt/izbfdLB4JvCBmrv2CfJPbTW//m5pvkkEJjRXbw6ET6GjPfkUQXo9BHlZUGJSwzUZnwO3hytSrEvnp7uo23plBGgfyU15Rod4eZbpNXUcgLzmkAWswlPoIKBO2GQgS4s53x+23D2RQKha+EFKyXfrL9uv9S2P/4M2F/a83F1yNe/8bxAscXIql/0VZsw22/8U2wEG37yXf1NTJ15uNHd923G57GbfD9pLKU9b76d6r5Nuj7Ogrd002c5XH1Fj3yaefBPJ2BmXy7W1rzk+2/YY1f4tf/1tixpPc5scVxqCP3TtynR+Tr7P1qqxo9A/km0zFqd9h+3WzCXd+Qb4DzTfdKiX2D6nkqkny+L+eUP1viXz66ac56n/j1f9idSd2ywpHv87+wd0/kK+bSM/3sPQPfvgmGZS8s8OrJOCPQLoB2F8K8YoFA5LXNnbZLP2NFxGWhgRIgARIgARIwA8BK1Ol28/fTzrFFIdyVzHVNstKAiRAAiRAAuET+Ntdd6VcpRT+26KfYiqnaL9b2UW/hMwhCZBAUAI0KAUlx+f6ELDKj6DetH0SLMALdsB1b2PHAbcAK5NZJgESIAESIIEBJEC5KjP8VHJXttvYZX4TY5AACZAACZAACcSdAGWv3pVIXjqtbLeyi3t7YflIoJgJ0KBUzLUfctmLcfCFIgPBeRYSlBgIMCJxwDUo+B8JkAAJkAAJkECWBKxcxVVKveAod/Wy4CcSIAESIAESIIHwCRTjKiXroAOa1pBkd9ahTiv8NsYUSSAOBGhQikMtRqQMVvER9xVK6QZbVAUH3Ig0SGaDBEiABEiABAqcQLHIVumqCXKXewthKDm4CikdNd4jARIgARIgARIIQqBYZK9U8hUdo4O0Gj5DAsVHgAal4qvzvJU4zgOvNSJZbw1ApMdG3poSEyYBEiABEiABElACVrYqtlVKVu5CI7Cyl5W7cI3OO6DAQAIkQAIkQAIkkA8CcV6lZGUst3xF2SofLYlpkkB8CdCgFN+67feSWaVHXFYoeQ20gEqPjX5vWnwhCZAACZAACRQtAchXmPSfd8EFsWZg5S4UkkqOWFc1C0cCJEACJEACkSZQDLot6rUi3QSZORKIPAEalCJfRYWTwTgMulaZ4VRkoAY42BZOO2ROSYAESIAESCBOBKx8dd4FF8ZuZQ7kLq/t7Ch3xakFsywkQAIkQAIkUFgEIJ9MGH+aFPoKcbd+C+X5bCK2DZ5YWBXC3JIACUSOAA1KkauSws2QVXgU2gol9yCLLVUQqMwo3LbInJMACZAACZBAnAjEaesVyF0Iu+w0jiuR4tRIWRYSIAESIAESiBGBCePHzz3m4NGCKpWXfou6rYKqQmaWBAqCAA1KBVFNhZHJQjIo2UEWZJ2rkTjQFkZbYy5JgARIgARIoJgIFJKMlaperOxFuSsVIV4nARIgARIgARKICoFCk70oZ0Wl5TAfJFAcBGhQKo567pdSFsKAy0G2X5oCX0ICJEACJEACJBAiAStjFdrWK6nkLqDhdishNhAmRQIkQAIkQAIkEDqBqK8QTyVnUcYKvSkwQRIgARcBGpRcQPg1OAGr7IjalnccZIPXKZ8kARIgARIgARKIBoGoKzWclCh7OWnwMwmQAAmQAAmQQCESoI6rEGuNeSYBEugPAjQo9QflInlH1AZbKjOKpOGxmCRAAiRAAiRQBASiJme5kUPuWn70KNl53DhzC2dScithNyV+JwESIAESIAESKBQCVvaKygpxt44L+fps4iSu+i6UBsV8kkCMCNCgFKPKHOii2MF2IFcouQdYKjMGulXw/SRAAiRAAiRAAmERiOIqJcpeYdUu0yEBEiABEiABEogagSjIXm5ZKyoGrqjVFfNDAiTQfwRoUOo/1rF/00AalNwDLA1JsW9uLCAJkAAJkAAJFB2BCePHmzKfd8EFA152p+wFuatH9np0wPPFDJAACZAACZAACZBAWASipOeiISmsWmU6JEACuRJIMihVV9dKVU2NtLe1SnNTo3R3d2edfmlpmdTU1klZWZm0tDRLW2tL1mnggcrKapOXrs5OaW5uFPzNPpRIrealoqpKWjUvLc1N2SehT5RXVEh1Ta1+KtE0GqWjvT1QOnHnu+1WW5ptTrJdodTDt84wzZavU5kx+fPP5ennXpBPP/uU7dfRQnPh60jG/AaqqnPsH7RfqKmJY/8QrP168m3V/lf7mUD9b1h8q7T/1bqOTv8bP77VyrczMuMb+Tp/iz2fw5QfyJd8+xJIdaVS+990/YMvpUaJtl8da8ORf/u2X6fs5ceBBzK0kR8iMr6l45uqXpKu55lv0rt8fCFfb0ihy78xab8l2n4hi+erf/CujdRXne23SeVfFYBTR05xpzRE+TfX/oF8U1SSXs40vqV+svcO+faycH+KPV/VT2oH4S52xu9h9A+QeyaMP02efPpZefyJJwLrJ7Ntv3AiGj1q1FyHnccS29rlY3xrGkC+qES2X++mHEb7JV9vtrhKvqnZJMlnKfqHJIPS4KHzGEMQ5LhZM34LpNBE51Y/eKiaXkTa1DDVOGd26hymuVNXP1g7lSozZDTMnqVGnLY0sb1vocMeMmw+0T+quOuS2TN/946Y4WqVGtpq6uZOqBVkUMNU3PluscmGgQxKQfh6KTO+/+nnGLffTm2/0zO0VO/bQfh6pRTv9ku+zjoPv/+NIV9VLDU2RGV8C84Xjg7VURzfyNf5k5TQ+1/yLWi+mbZeSZZ/c+gf1BBUrY5ZCC0q/y61xBKyy07jPJUbSUBdX6LbfmcGchLLF9/IzC9C6x/I1/4UkubH5GuxmL/sH5JwJL5AkePsf9k/9KCJZ/9bqfqzIT36szj2D42qP2sJ5tgdTv8QDl/IXk89+5w8qf8aZud3fLPOQ2j1XiuSkvqHmPBN1j/kl2+io03xgXy9weSj/23W9tsag/6hbpDaLyqt/SI67TfffJMMSvBWMiuUdCBramoIZFCCha+2tl4V++VmNU9rwBVKVfCQ1/x0dXboapMG48nt3azTXVUPzbp6Y5hqbW42ngTpYqe6V1FRmSTQtQcwbiHtuPPdZquxgQxK2fD1MiRNnDTRVF3c+WLVSpCQDd906YfBFysXa9g/eGK2fNu0/0WfF2SFUqT4woNb6xqOAVHqf8k3ufmF3T+QL/kmE0jxjf1DCjAikH+rVf7tTCP/+jEoYawNq/8dsdyyss3YLWTUyJF9vGRTFsRxI2rjWya+jqx7fsSEOky+eAkMdrnOL6LS/5Jv32YTpnxGvuTbl0DqK+x/vdnEVf5l/9C3vm3/W6r6yVbVpwTVT+6+624yevRouezKqwLrJzPJD+l0Xc6S5aP9Qv8bZIVoWHz9yL9OBl6fM/H1esbrGvl6UdH9uiIs/7L99tZZXtpvo/YPHitEkwxKvVngJxLInoD1pMh2yzs/b/I7uPpJi3FIgARIgARIgARIoFAJ5FPecjKh7OWkwc8kQAIkQAIkQALFSiCfshflrWJtVSw3CRQ2ARqUCrv+IpX7fAyyHFwjVcXMDAmQAAmQAAmQwAATyIe85SwSZS8nDX4mARIgARIgARIodgKQjXCOktcWdLmwsTId0gg77VzyxWdJgARIIBMBGpQyEeJ93wTsYBjWCiWbHjJw3gUXJg4h9J0hRiQBEiABEiABEiCBGBLItO1d0CJb2WvipEny8KO9B0AHTY/PkQAJkAAJkAAJkEAcCIQte00YP96cS0lDUhxaB8tAAsVHgAal4qvzvJXYKiFyNSg5PWM5uOatupgwCZAACZAACZBAgRIIW6lB2atAGwKzTQIkQAIkQAIk0C8EoO8aPWqUOjtfkNP77GonJELH6ZxQ8mESIIEBJECD0gDCj9urwzAo2TToGRu31sHykAAJkAAJkAAJhEXAyku5OvEgPzYtyl5h1Q7TIQESIAESIAESiBsBKy/lInvZNChzxa11sDwkUHwEaFAqvjrPW4nt4BhkgKVnbN6qhQmTAAmQAAmQAAnEjEAuMpdFQdnLkuBfEiABEiABEiABEkhPwK4sCrqLDre4S8+Xd0mABAqLAA1KhVVfkc5tUOWGfY5eGpGuXmaOBEiABEiABEggQgRy2faOsleEKpJZIQESIAESIAESKAgCQWQva4hCAbnFXUFUMzNJAiTggwANSj4gMYo/AlY5kc0KJXpp+GPLWCRAAiRAAiRAAiTgJBBEqYHnKXs5KfIzCZAACZAACZAACfgjABkKwe85StaYBOdpv8/4ywljkQAJkMDAEqBBaWD5x+rt2RiUnNus0EsjVs2AhSEBEiABEiABEugHAlBq9KzuftTX2yh7+cLESCRAAiRAAiRAAiTgSSBbndeE8acZWY3GJE+cvEgCJFDABGhQKuDKi1rW/Q6uTi+Nhx99TAfYiVErCvNDAiRAAiRAAiRAApEmALlr9KhRvjxeKXtFuiqZORIgARIgARIggQIgEETnRWNSAVQss0gCJJA1ARqUskbGB1IR8DO42jhc8puKIq+TAAmQAAmQAAmQQGYCVqbKtNWwjUfZKzNTxiABEiABEiABEiCBVASsTJVulx2nEw+NSalI8joJkEChE6BBqdBrMEL5t4NrKsWGvf/IY4/Jw4/6254lQsVjVkiABEiABEiABEggMgSsXJVK7kJGbRzKXpGpNmaEBEiABEiABEigQAlYY1Eqg5K9TyeeAq1gZpsESMA3ARqUfKNixEwErNLCS7Fh71GhkYki75MACZAACZAACZBAZgJWaZFKqUHZKzNDxiABEiABEiABEiCBbAj87a67JJVeC/doTMqGJuOSAAkUKgEalAq15iKYb6u4cBuUrMIj1aAbwaIwSyRAAiRAAiRAAiQQeQKplBpW9qJSI/JVyAySAAmQAAmQAAkUEIFUspfVh6Vy9CmgIjKrJEACJJCRQJJBqaysTEr1X1dXl3R2dGR82CtCSUmJlJWVC/52dnZqWp1e0TJeKy0t03TKpLu7W9PpMH8zPuQRoay8XJBWl+YF6QQJJSWlUlZeZh5FmbqVT5AQd77jdthedh43TtwGpUxeGiWlylfrGoF8k1tWb/vtMGyS7/r7Rr6pOZGvN5vw+1+2Xydp8nXS6P0cXfkhKu233MhU8ZPPyLf3VyBGZs1G/k2l1Jhw+ukyeuRI2f/ggyMiP7D9OusZn8OVz8iXfN0EUn+PnvzL9uuuLfYPbiK939l+e1k4P8V3fhG9/uG0k08y6J3nI1ljUiYnarZfZ6vt/Rxu+y2dq/8Npotm/9tbL+5PPe2XfN1cirX9JhmUausHSWVltRqT2qVhzqxARhwYk5AOgLa2NElLc5Obta/v1TW1UlVdY4xbTY1zAhm4oJyqGzREyssrpL2tVRobZvt6tztSRWWV1NTWmcstTY3SpmkFCXHnu9UWm/UxKE0YP15GjxrVx8jk5FepfKvJ14nEfA6r/ZJvH7SR5tuh/W9jzv1vqfa/zbHof8Nuv+Sb/Hsg32Qe9lvU+t86lasqVD5j+7U11PM3rPZbyHwhZ2EVkvNsyl122lnlsR3lyutukM8++yyw/Bt7vg06vwjgbMb+Ifl36PyWNH8LhW+Ltt85zlf4/sz2640quf2Sr5MS26+TRu/nXv1OiPOL2PQPg1U+q8pNPlMH6No66M/It7fV9Xyqq48m3y0321RGjRwhToNSKgcfZ5mi1/9Gk28T+4dEs4EBJ4r9Q1tbi6CegoTw5LP4tt9C4ZtkUKofPNQYX7CqaM6sGYEMSjDe1A0abFYotbVqI2tsCNLG1IBTrwalapOHxjmzzSCdbULosAcNGWaMW1DCNMyemW0SJn5lVbXJD760NDcaRW2QhOLOd8vNNkkyKFkvjUxLfsnXuzWx/XpzwdXI9g9NDdKq/V6QEPf+IZT+N0J8Uc/NcRvfyDfx081L/xsXvnUqn6lchBXkkZLPipQvDEoIVqlhZa8nn3lWnnr2eSM/B+1/Uc/VKo8jtBQpX1N4139h9Q/k6wI79yv5enPB1ZoI9b9sv971xPbrzYXtNzUXp/4sp/lFRPuHZpUfoBcMEsKeH4fFd+ymmwh257E781jZy35PVdZ89A+R4tui82Ot7yAhquMb+fbWJttvLwv3p1rtf6HXjsL82Cmf5bv9JhmU4F1RUVGhk88O7fSxCqfbzSnjdywPhMURHhbtbW2BDEF4CQbWispKs0IJq4uwDV+QgEo1K5Ta28wqpSBpYOsRsEFAmYJ4M+LZZL7BBtVo8i2X9vZ2WXbppWXC+NPMwGr37s+05BdcyBcUvENP++3hi99BkBAlvugX8DuIVv9Avu52FW7/S7755asrcGMyvkWzfyBftl83Ae/vA9V+3UoM6yH7r6eejpX8O1B8vWtbzKSxXL1GIf9SPuulFF35oTXw1o9hzN/i337Jt/dXEFb/UG50IUgXfQy2hQ8S2H69qWHVFXRNCLnzrTQ6r6BGk3j2D/Hmu/02W8tOO+5o9F5WDvOj90J7C0e/E2+++E3mpv/NVT4jX7RVrxC99mvtF8H06+x/vWq555of+SHJoJQ6Kd4hgcwErBEJnhl2YM3kpZE5VcYgARIgARIgARIgARLwIuCUt5yfveLyGgmQAAmQAAmQAAmQQG4EqPfKjR+fJgESiAcBGpTiUY+RKIVzYLUess49/SORSWaCBEiABEiABEiABGJCwGlEouwVk0plMUiABEiABEiABCJLwOq9cLQDdujxuzopsgVixkiABEggAAEalAJA4yPeBOzAigF153HjEnvKesfmVRIgARIgARIgARIggVwIWIMSZa9cKPJZEiABEiABEiABEvBHwOq9XnvjDdlwzBjqvfxhYywSIIGYEaBBKWYVOpDFsQMr8kAvjYGsCb6bBEiABEiABEigGAhYgxLKStmrGGqcZSQBEiABEiABEhhIAtR7DSR9vpsESCAqBGhQikpNFGg+thq7pTzz3LMm986BFWcnOe8VaPGYbRIgARIgARIgARKIFAGnfOWUvbD1ysRJEyl/Raq2mBkSIAESIAESIIE4ELDyl1P2ss489l4cyskykAAJkIAfAjQo+aHEOCkJ3HLDDebeoYcfLnZg/fqbb+T0P/9ZsJf/xEmT5LwLLkj5PG+QAAmQAAmQAAmQAAn4JwDZq7a21myxYmUvPA1nngnjx6s8Norbr/jHyZgkQAIkQAIkQAIkkJYADEb77bO33PO3+4xDNXRdCJS90mLjTRIggRgToEEpxpXbH0WzAysMRw8/+pg5lBAGpaamJio0+qMC+A4SIAESIAESIIGiI2Adei6/6mojewEAZDEYk6yyo+igsMAkQAIkQAIkQAIkkCcCTocea1CyshcdqfMEncmSAAlElgANSpGtmsLJ2BmnnWYUGDAkLbH44jJr1iwZMmSIUWg8+/xzhVMQ5pQESIAESIAESIAECoDAlluMNZ6yVvZqaWmV6uoqY1Q6/8ILC6AEzCIJkAAJkAAJkAAJFBaBm6+/3mQYK8VtgDGJspelwb8kQALFQoAGpWKp6TyX8/RTT5VRI0cm3jJp8mT560UXJb7zAwmQAAmQAAmQAAmQQHgEKHuFx5IpkQAJkAAJkAAJkEAmAnDo2WevPRPRsDPPYUcdlfjODyRAAiRQLAT6xaBUXl4mgwcNEikpFqzFWc5LL7xEKisr5NfffpVz/3p+cUIoklJ3dXXJzJmztLT8URdJlbOYJEACBUegW4YNGyolJeynC67qssjwKSeeJMMXHS4dHR1ywiknZfEkoxYage5uUdlrpuAvAwmQAAmQQBQJdJudWsrKSqOYOeYpJAJHH3GULLfssia1Y044LqRUmUxUCTTMaZC29o6oZo/5IoEBI5BXg9LoUSNl0003kRWWX37ACsgXkwAJ5IcAvHHeffc9efqZZ2TmrNn5eQlTJQESIAESyIrAIgsvJGPHbiGrrbqqVFRUZPUsI5MACUSbQGdnp3z40Ufy/AsvytdffxPtzDJ3JEACJFAkBGpra2SbrbaStdZaUwbBkZqBBEggVgQmf/65vPzyK/LRx5/EqlwsDAnkQiBvBqUtNt9Mdhq3o8nb1GnT5KVXXssln3yWBEggQgSWWnIJk5tNN95I5syZIzffept89dWUCOWQWSEBEiCB4iOw2qqryCEHHySlpaVC2av46p8ljjcBp+yFkt59z73y1n/fjnehWToSIAESiDiB4YsuIn889FCZb755KXtFvK6YPRLIloBb9nrq6WfkiSefyjYZxieBWBLIi0FplVVWkj/poAplxm133hNLcCwUCZCACAbYTTfeUIYMHiznnv9XaW1tIxYSIAESIIEBILDgAvPLhDNOl2++/dY48Uyd9vUA5IKvJAES6A8Chxy4n8pgS8rFl1wq07hSqT+Q8x0kQAIk4EGgW84YP14WVaPSbXferfovyl4ekHiJBGJBAHovOFTToScW1clChEAgDwalbjnlpBNlSZ3kTDjr3BCyyCRIgASiTABGpUMO3F89NZ4UeGzwXKUo1xbzRgIkEE8C3XpA8F6y/vrrUfaKZwWzVCSQRMDKXu+//4Hccttteq8k6T6/kAAJkAAJ5JtAt2y84Yay++67qSPPq9yRJ9+4mT4JRIAAHHrqamvlrHOg66bsFYEqYRYGkECSQamyqloqK6uko71dWlqbJcipr/PrUt+zzzqTg+oAVipfTQL9TQADK7ZYuuiiS3RcTT2wIk5lVY2UlZVJW2uLtLcHW9FUUVGp6VRJV2eXropqlq6urkBFrqqu0TNGKqWtrdXkJ0giZeXlUqV9J0KrlqlTD0YPEsLof8G3SvmWkm+fKkji26Ljm2R/qnnU+FZr+y2PYvsl30T7y0v/4MW3u1suvugCefudd6nQSNDnBxKINwHIXkssvriceMppUlFeKR0dOn9radFC5zK+lao81JqjfFat8llnTvJZdXWtjm8VEZPP2mLCt0R65Ieo8UX7bQr0o42WfAa+1RGVz8jXNrBQ5DOVvY495midk1ZyVx4Lln9JIOYErEPPBRdeJN9+933a0vbqHyA/QP+Qfegd36Ign0VVfogJX9WjVqsuL2ryL3S2rSnab5JBadDgoVKmwnu3Kmdnz5yu9qRsJyTdMnLECDOwcslv9p0FnyCBQiUApcYCCy4gJ590ylyDkrdRqby8QuoGDVGbU4kx4DQ1zglU5Nq6QSq8V5s+qrFhljGCZ5sQ8jB46DxSokYYGIHmzJqRbRImPoxSNbV15nNzU2PKzjZT4oOGDBNMboL3vyLkm5oy+XqziX37naP9gypZsw2F1T90q/BZJZdfdimdebKtaMYngQImkFBqXHy5zG5oMI6AweZveZIfiqL/9deA8iKfkW8CPvkmUPT5EFn5t+Dbr+rJVFd27jnnyIcff0xnnj4tjxdIIJ4ErOx10003m99+ulVKofS/qp+vqw9Zf1bw/W9P2yJf799Yf+p3kgxKtXX1RkmLFUqNDbMDGZRGLDdCjjv2aO4h6123vEoCsSSA/WT/b5215cQTT1YDDYxJ3galsrJyQT+DFTStzc2BPRHRSVbX1BoP2KbGBunszH5VEBTGdfWDezwIdWVRUONWha7qrKlRg5IWGQaldl3tFCT09L81ahxrC9j/iq78CocvPIOramrI11WR5OsC4vjK9uuA4fjYP/0DDErValC6hAYlB3t+JIG4E7BKjfMvuFgamrBCOuj8Lcbyg8PhJ7h81uPERPks+RdlxjfyTYai30KdX5BvBr7NOn9TY3qAkGi/ahdqbg4yf+tWJ8BuOe/cs1Wp/AkNSgHqgI+QQCESsLKXH4OSdYKOp/wwkP1vT8shX+9fUO7jm3++SQYlLKeDtz4Gx66uTu/cpb3aLcsuu6yccNyxNCil5cSbJBAvAn4NStgOz/Qzan3BNnXd3cG2qispKTXpqChvVvRkv5qyh39paZkxgGFVUNBt8zBxRJkQesqU7cpOm5dc+19Nh3x7YHr8n/v4Rr4eWBOXyDeBIulD//QPNCglQecXEigSAlap8eczz5aZM2fCWT7g/K1HCY45YAnlsz6tJ4zxDWMB+fZBay6QrzeX/pEfvN/tvpqP9mvmXVnvhtOTs2jM33oMSueec5Z89MmnNCi5Gw2/k0BMCVjZy49BKarjW+H3vz2Ni3y9f2T9KT8kGZS8s5PNVTUoLbOMnHD8cTQoZYONcUmgwAn4NigVeDmZfRIgARKIHgEalKJXJ8wRCeSfgFVqTPjzmTJ9xnR9offq8PznhG8gARIggWIjMNegdLYalD6lQanYap/lLV4CVvbyY1AqXkosebEQoEGpWGqa5SSBPBKgQSmPcJk0CZAACaQlQINSWjy8SQIxJWCVGjQoxbSCWSwSIIEIE6BBKcKVw6yRQN4IWNmLBqW8IWbCBUSABqUCqixmlQSiSoAGpajWDPNFAiQQfwI0KMW/jllCEuhLwCo1aFDqy4ZXSIAESCC/BGhQyi9fpk4C0SRgZS8alKJZP8xV/xKgQal/efNtJBBLAjQoxbJaWSgSIIGCIECDUkFUEzNJAiETsEoNGpRCBsvkSIAESCAjARqUMiJiBBKIIQEre9GgFMPKZZGyJkCDUtbI+AAJkICbAA1KbiL8TgIkQAL9RYAGpf4izfeQQJQIWKUGDUpRqhXmhQRIoDgI0KBUHPXMUpJAMgEre9GglMyF34qTQFEYlFZdeSVZdtml5aFHHs9Yy9nEzZhYhgiLLLKwrLbKyvLSK69Kc3NLhti8TQLRJUCDUnTrhjkjARKIO4FoGpQWXngh2XjDMfLMcy/IjBkz01ZCNnHTJuTjJmUvH5AYpSAIWKUGDUoFUV3MJAmQQKwIRNOgVFZWJrvvupO89/6HMvnzL9ISzyZu2oR83KytrZVNN95A3nnvA/npp599PMEoJBBNAlb2okEpmvXDXPUvgaIwKG25xWay9ppryLkXXJyRbjZxMyaWIcJWYzeXMeutK3fcfa98NWVqhti8TQLRJUCDUnTrhjkjARKIO4FoGpRGLLes7L/PXnLdTbfIjz/+lLYSsombNiEfNyl7+YDEKAVBwCo1aFAqiOpiJkmABGJFIJoGpYqKcjnzjPHy9LPPyb//89+0xLOJmzYhHzdHjlhO9tt7T3nltdflhZde8fEEo5BANAlY2YsGpWjWD3PVvwRoUHLxDmpQWlRXG+08bge55fY7paWlNSnVtddaQ5Zdemm574EHk65XVlbIQgsuKN9+9510dyfd4pccCKTinUOSfDQDARqUMgDibRIgARLIG4HiNSiVlJTIkYcdqoqT5/s45qSSyyh75achpuKdn7cxVRCwSg0alNgeSIAESKC/CRS3QWnncdvL779Pl1df/3cS+FRyGa4vNnxR+fGnn6S9vSPpGX4JTiAV7+Ap8slMBKzsRYNSJlK8XwwEaFBy1XJQg9KKKywve+62i5x/0aW6fV1zUqrbb7u1LLnE4nLN9TclXeeX/BAg7/xwTZcqDUrp6PAeCZAACeSTQPEalOrqamX8yScah53PJk5KgpxOLkuKyC+hECDvUDBmlYhVatCglBU2RiYBEiCBEAgUt0HpmCMPkylTp8oTTz2bxDKdXJYUkV9CIUDeoWDMKhEre9GglBU2Ro4pgcgYlOrr6+Sg/feV//7vHXn7f+8a3PPPP5+suvLKMnrUCJkzZ45MnPy5vKv7rra3t5v7YzffTErLSuUZ9Ux1hmWXWVo2WH9deeChR6SpqVmskeiiy66QDcesL0svvZTUVFfrIDhNPvjwI10h9H3icRvXuT0e8rb5phurV8Vwqaqqkp9/+UVe1KW6P8zdwmWv3XeVBRaYX+afbz6Z+vXX0tXZqZ6y0+SjTz6RnXbYThZcYAGprKw0K5HwIiw//vyLL8Xm8/4HH0kyQmHrl5VWXF6NUEuYsn751RRdHvyGlqUpkU98WGH50bL86JGy+GKLqYfI78Y798233pZOfT/ChmPW03RWkFvvuEtaW9vMtZqaGll3nbVl6aWWkHnmmUd+++03kx/3HruIt97/rW28HwcNGiRff/ONfPjRJ0kewIsuuoiM3WwTeejRx2WjDcaY8rS2tup+vV/Ky6++Jtgrd/NNN9J3LSUdHR0CZc+rr7+hn3vyt+bqq8liiy0qTz79bMZ68VPXYJyONwDAg3b11VbRci1p2GKrwbfe/p/Mnj3H8AnyX2lpqTJdS5bRVWhoB2hPKOvHn3yaSA5lBS+cJYG2tIy2QXiUTNZ28NLLr0hbW0+bxgN+0xuuXj5PPPW0YY82/a8nnpKffv5FsHx9s003kaXUiFlfXy/TZ8wwbRJp4z7a7WqrriwPPvyoNDYmt6mFF1pQsB3Qs8+/mGjfeC5ToEEpEyHeJwESIIF8EcjNoLTPXrubldUP61iOgLEb5ztCvsC4OnHS57oX/wcyc9Ysc3/llVY04+idd//NfLf/QVbabedxxlsV8hVkGbvl3fBFFpHRmh7kJKzKRprOMdIZ126PV6by3YZjxmg6y8jQIUPMWPbW2+8knttkow30fMxlZAmVgX76+WcdzxqlUWW+f6jsl0oue+2Nf0da9lKxQLdoXlOW03ItpOPxDz/+KJ+rTPXOe+9bzEaWiJLsBTk7HW9kfNCgellnrbWM7In2NXXaNHlXz3f4ziF/Jwro84NfWcmv7IXXZpKrrdx73wMPadxRJv7ESZPlnXffzyh74TyLbbbaQl57480kWRrvLS8vl7322FU+/XSivPfBh7jkK1ilBg1KvnAxEgmQAAmESCA3g1K2stcC888v22491qzIxnzeGXZV2euHH36UN9/6rxmL7JZ3iLfG6qsaHdZvv0FXNMXoPawuJtWWd6uonLea6ksW1HfOaWgwMhvkJ+iYRo0cYfQeS6ieAXoE6JIQHnr0n7KmviuVXOaWEW3+oSdbc41VjW4Gerbvvv9BXnn1daNvs3HwN5MOB7qV7bbZSh5+7J8J2QK6Fhx7AZkK52dCn/jBRx+rrvEdLUtXInk/shfOm9p/nz1Vx/W6yQtkYeQXOjLoTVpaWlQns4HyWU6gR8P15154Sd/ZYN5j5Ye//+NhWUkd0dPJxH7l7HRyMF7qR05KQMjiQzay0lprrG7KOmTwYKMje05ZzZiZfK5qNum5ZS9ke52115QVRo8ycwzMVdraevSeuHfPfffLnrvvKlN1XuK1BeQ2W41FNHnqmefMXz//WdmLBiU/tBgn7gQiY1AaOnSIHHXYH81A+NIrPcaI448+wigQMFEbMmSwMYRgIgajBMKB++8jZarMv+3Oe5LqCcryXcbtKBdddqUZOGAk+r+11zJLbNGxfjZxsulg0SHNN9+8AqXI1998a9JwG5RgTDlKt1NpUUMJJoNdXV1GkTLPsGFyzQ036SD6u1HoL7HEYjJi2WW1o3rLLOOFcmPqtK9NnqGUgffA/97pUQhMnDRJvtdBf/VVVzHb5MHQZQcb5B1b501SZcvnX34p887h3oAuAAAzZElEQVQ7r2BQ/0WNWHc4lDfrrLWmTkzHyhdffSWTJ38hMC6sqAamL1VQeODBhzWf3UboWGWlleTKa683hrVqNaIdfMC+Mqi+XifyHxgBYeRyy8lyqqy57Y67ZdrX3xgGyfE+lNlzZsvokSONEeR+Tdt6AVsF0K8qSGDJM4xSo0eNNOnB8Lf4YsPNgIHJ9qgRIwR75/7v3ffkn2r4QABrDDK//PqrqY+eeikxE/T5tNx33tNbL37qGnUDY1kq3sPVoHOQlv/XX39ThdRnRmm2ysorGmPXLbffZZRRJmNZ/AdBZbdddtK6X0Y+nThRBZgfZJQaQJdbZhl5+rnn5T9vvW1SQ1lXXXkl+X36dPMPRicwBftPP5tk6gwRs0pPFX7faLuFgPLd99+rYfUFo/BDGaG0e1cVUGhXq2qbWnz4cHnjzf+YNgmD6AnHHqVG0VcTvyVbZBziOXzRReXKa64zbchez/SXBqVMhHifBEiABPJFILhBCZPoI/50qDTrRPj2ubLUHw4+QOZVh5M3VZ7BuLqWTsYxQbMGJDiQbLHZJjLhrHOTCgQ57qTjjjHOCh9+/EnCoAQFBmQZGJDgvLHssksLZA/n/v5WnnCet3So5gOKBsgrv6nTDCbgcFB5RJUFULqvrA4zS6lzzFprrGHG319//V2dZ1rl9X+/mVIu++TTzyIre6Euxu2wnXGkggEJhrXhwxdRmXNVI0tgWz8EyyoqshcUNGgTXnIweMOA9IeD9lclV4VpAzD8QVkCpzG0qW++/S6pHfn5kpWs5EP2wjv9yNWW/X/++7asuspKAlnuTXUSg+NXJtnr8y++kGOPOiLpt2TLCll4h+22kStU9po+fYa9nPGvVWrQoJQRFSOQAAmQQMgEghuUgshe0Kv88ZCDVO91t5nPOwtz4nFHG2PRY/98MmFQguPGwgstJJ989plxEoUeZOUVVzT6pfv/8ZCZ53sZlOD4uvGGG8j76nQ9TR2ll15qSaObgQz3sBqNoHOCXme9ddc2OpUvvpxisvLmW2+ZIx5SyWXDhg4V5PMf6tD6kcqICHBkPfiA/Yy+CI7LcK5YcYXRMnjwINVF3JBwuPajw4FRYpeddpD77n/QjMl9ZCrdag/O4dCrwVEbZzkh9ImXQvayrCB7QTaGEzz4Qhb46aefdWyfrTLr/PLft98xDsbQ6c2YMVOuu/Fmw9rKD5NVFoBsm04m9itnp5OD/cpJBkIW/2UjK32kbaZedaD4u6g6loF9k+7kdJXqJu22h9mk5yV7oa1uvOEYM1eAPmw51ceCy8TJk41DFnSPkK2hJ4Vu2C5MQJGhLzvmqMPk0cf+FciZhwalLBoOo8aWQGQMSiCMjq977mFCttO969775IsvvzIVsOYaqxlF/QMP9RhM/BgZMNGFMn+D9dczxpd71UptPRIwMBy4f4/y/cJLLjOdvdugtMlGG8pGG64v191wi2AAQcAgd/IJx5qVVP968mlzba01V5cdt9vWc8u73Xfd2Qww7i3v3AaleeYZJscffaTxHMGqHRtgMPiTChDwuPhQvSps5/fSy68aLwkbD54ZWOX10KOP6cqrj81lJ1MMslDi3HTbHcYAZJ+DhwyURxjwwMYrHgbbndVIt/JKK8hFl15hDFS2jr7/4Qe54ebbbHKy9567yfKjRhkD3nU33pK4vtsu48yKqfMuuNisyMmmXvzWNV6WivepJx5n6vD2u+5N5AnGs1O0Lj9Wpcejj/8rcd3vBygBdtx+W7MKzBrk8CyEsY10cLvsymtk5sxZiTb49jvvqEGtp80gHgY4rF6yRsVs04OQ+ODDjxmPIaQHQyeMRfA0hyCIAGPmKSccJ888/0LCwLXn7rsYoeqyK6827R7x4AGOZ5985lkjDOGa30CDkl9SjEcCJEACYRMIblBCTjC+I0D8gtL/zDNOM6sonnvhRXMdE3kYkB7/11PGycfvRNfKCLNmz5abbr1DjUmzTXr4b+stt1BlxDpy/U23GsOJjWsNStgm+A8HHSCPPK7GI3XmseE4dTTCRP7q6240l+AUdJwq6XFGpXV2sXFTyWVRlb1svtxlWUMNSjvtuL3c+/cHZJKu1LesoiZ7peINRxV4B196xTXG4GfrBwZDOG1dftW19pLvv9nKSplkL79ytWUPRyg4eWGOgeBX9oLiZLttt1Jlyg3GIQ3P4vcHQ9PPP/8if1clXzaBBqVsaDEuCZAACYRJILhBCbnIVvbK1qDU2dUpd9/796QVsXD83XuP3cwqJ/dqJqzewBmTp554vHymzs8wHtkAXQfG3QsuuTzhgHvaSccbY5V7y7tUcpmXQemk449Rx+U5cofqZqyiv7q6So46/E/GKPTYP58wWfCrw3HqvVLJVOv93zoydvNN5errbzQOHKniuWUva1AC1wsuvtysSELm4My87dZbGtn0wksvNzoyXId+B3oeq8u08oMfmdivnI33pOLtV05CGn5DEFnpGuU8V70rq6iDD3YysEbFIOk5ZS/kGzpZOK49okYhG3C2KvRvf7v/H+YSdhA65ojDdB7zpHFut/HG7bCt0Y1eeuU1CV2avZfur5W9aFBKR4n3ioVApAxKTuhYKnrqSccZy/7ruioJVubm5hZnlKxWKMGgdMvtdyZWItmEbOd+/U23GO8Nt0HJxsNfrJrBSikEeBLCYxcDIEKqiTTupTJw2AHMGhPswHXx5VclKV6QRnl5mTG2weADwxqW9OLdLS2tuN0TdFKK7WXcnaq9jQ73S13R9OjjPYOzvY7BF8t4Ozs7TIefKh62X8EqMrdS44WXXjaeHja9tddaQ3bYdhvBSrOXXnnVXk54BWNlFybO1qDkp15yNSjNO+88xliH1VF2NZrN2Ga6LR88TGD8yTZgdRK8UWDUcQZs73LAfnvLIyqMwbBjy3r7XfeYrRZtXHvmALYlhEEq2/SuVZbOZe9ewia2DYJw+I6uGrMKQhsPyotPP5tosgMFH9ok2p8V6mw+M/2lQSkTId4nARIggXwRyM2g5M7V4X88RFcUzSOvvvZvoyyAh6Uz+J3oWvnKLSMgraqqSplw2ilmG1is7LZxrUHJ+b66ujozzkJWwdYlWAV81rkXGJko1UQaz6eSy6Iqe+26845mC2O3gQVKp9NPPUne/+AjsyWHZeXmOtCyVyreUARhxf2b/+lZsW3rFtvmwFB56RVXG3naXvfzN1tZKZPs5Veutuzh9AVPWRusTOX0HPeSvaCsg4wNT+wnnnrGPA4O++61h9x46+2JbXpsupn+WqUGVyhlIsX7JEACJBA2gdwMSu7cZJK9vMYZm4bXCiXog5y729i4eA+2sbv3vgcSq5mcK8ZtPIxXiyy8sNERYWUPnGWdOptcDUrWEeOhR9QR+qOP7WvNX+woVFpaYo5JCKrDSSVT4QVYCdWlhiHs6JMqnlv2sgYlN1estj72yMPNsRfY8ccGa0B74uln5K3//i8h57plN8R3y8R+5Ww8m0oO9isnIQ2/IVtZCUdgvKgO8DZAnj/t5OP1uIfXzPEY2abnlr3QRv5yeo8TnFPnCGd57Mh04y2321cbvTGuWQd/5OVkNWjiOeyAlU2wshcNStlQY9y4EkgyKGGy3mPZh6dq776i/gvfrXvTLyMnHH+c53Jc/+n0xFxk4YVkrK4uwo8W+fr22+/MXqTWIJDKyIAzcnbecYekLe9gUDr7/Av7KMpxxgwGxMf+9YTZA91tUIKXxDZbbWm2e8Per3ZrunrthL7Xve1vue1Ok9lUE2nc9GtQgpEK2/DB6yFdQDy8z56V5I6LbdCcq3BwH3k/7aQTBCuqsEQ3VUgXD532WRNON+cjvKjn/tiJ9c264sm5ZYldKeWcWON9VhCywog1svipF791jfd48cZZUnvoSrEONZqlCudo+4BgkU049qjDjeINHtNe4bXX/20Mayjr/62zlpz714uS3rHQggsYLxzs74otA7NJb10948qdZ3iXn6TLybHl4lPPPC8NjQ1mu0estHPXx2GHHizterYVhB/sAXzKiceaFUwvvPSKV1HSXsvGoFRSUmq8srAa0a5ITJu4x81EX6X3ulOw93isz6VEOiHkBYmHUiZtgsH6357ikW+fajYXeuuafJ2ELBdcY/t1kulZNQ0+YXDJL99wDUqQA3BuIfYjx9iA7ebg2PPeBx8oCzHbm3lteTdsmG5ncuzRfba8u/tvfzfnRibTFcFqI2z/i/P8rDzhNChh3MLWJzg3AMoPjLPVmh+sLP7LOeeb76km0nhXKrnMbVCKguyF/GL8x5a09//jYXxNCoccuJ+UqILlVt2e17KKmuzlxdvKlPDoTTXew4N6ytRpSeXN9CUbWcmP7OVXrrbsrRxr85mN7GXmGep4dbFuvYLzTbEdIPoZbL2cbbBKjQl/OUtmzpgh3YL+ylse9ZN2tOSH8GRFlD2Mfhz9X0589Tes9uFw8oJ0cpJ/yRftwh2sTJRzXYc410EeY9d+c/0tRYJvuAalTLKX1aO45/NoH1jpA6dh55Z32P4XZ/u4w47bb2O2rMP2X9ZI4jQowdkV4+ZiurVdqzout7W3GwMMdF933H1vYsVTrgYlq5vBinOs+k0VbLxsdTjpZCrnu9LFc8peltXzL76cdGQAjF/n/OUMY5iAM7UznP2X0+VlvYYt9qz84EcmTmVQcsvZeFcqOdivnOTMb6bP2cpKbjkV6Z9x2knmDM1nnn3eOOj70Wladm7ZC+ntt/ee5sxR7M6D87dwRv2eu+1itjR01odNw/5+NttkI1l/3f8zjtQ4/yqbYGUvPwal3jEluN4LecMcIDT5IRb9b0+Nka93y7VccDcc+SF1+00yKNXU1kuVTtTb9SCzpsY55uXeWUx1tVs7yxFynCoU7I81VcxsrsNqD0PVRhusb1aSYEVPQ0Oj6UDQsdqtT2yaWL645uqr9zEowSKNybozLLH4YnLowQcmBki3QQnbjGAPVOzH+tWUqQmDFDpp7AEapkEJndpWYzeX8y68JGlbEGd+8XnMeuvKxhuNkb9ehG36/E0c0ajQgWOVCjrwVCFdPDuI2e3UbMfsVAAhXWtQuvGW20zHbt9lBSE7GFiDkp96wWDhp67xLi+DEg5yPPyPf9Ct+W41Ciybp1z/7rfPniaJe/52f9qk3O3KRnYblHJND+nigMbNNtnYvEJ/+uZgwmeee0HP8HrPXLP/4QyD3XWFFVaM4cynzTfb2HgK47eVbfBrUMJKuJq6QcbbqaW5SQXV5mxfZeJXVddIdU2tMao2q9EMq+uyDvqbqNO8VFRWmXw0NzVknQQeqKiolJraOvNsc3Oj6T+DJJR7/yuGa1T4oi+pJV/PphBG++3lW6ntt0XYfntRFx/fcA1KliQmyZCRsPJlpRVWMNtxYUXrmPUgq2yhW59cZg5ktvGxNzo8ImEgcp6hhJUYb739PxvN/EXafz79FPn3m28JnBjc8gT2pN91p3Fmgv7W2+/oFiJN5rkdtttaVymtGapBKQqyFwoHOQerm7ENoDtAWTRl6lSzpYeblY070LKXl0EJ/dSE8SerQuV1c46jzWuuf3OVldyyl1+5OhV7lMev7IWdDmB4ferZ54yjHGRTbMuC80azDVapcZ46KzXqLg4d7Zi/NQSYv0F+KFf5rD4S8llexrcmlc+UT5AQjnxGvqnYk683maT5BdtvAlJ0+oceg9J5555tZB6n8jqR2QAfUslei6gu4wgdL3CeNc4ntMEexYCzk50GJZzt/PcH+m6jetD++xgDEZwYrJHEGpSga8HxC59/8aUZo+yZfjjDcg9V0odpUILjOM7wtE61tjzuv0F1OPvuvYcM1m11vWQq5zv8yl5uVjYNa1CC8Q5GPGfwMij5kYn9ytl4VyqDkl85yZnfTJ/DkJWcBqUw0rNbZCPv0HtBN/qB7g6E7e2cjuIqjsoxupIMZ6k/+MijujrpWLMy7qlnnstU7D73rezlx6AU3fFtTsrFCX0K7LgQWv9bqfqzmrn6s5zHtxrVv7UGtF/kS/6NH99GtQ/pBMPRGno+JhmUBg0ZJmW6BBQRZ834PcCEpFtGjhgpxx5zVM4GpQ3HrCfDF13U7LHZoasoEOyP9wEdSHHmDbZ9+7+110oYjhAHjRweE1jGCM+LOXN6z1Dy8tSAl8YausfpeRdcYhTvbsU/9uBEx+Q8IwgH6R11xB/NqhxrUILRaRc9Y+iKq6+T36dPR1YSYedxOxgjyyW6lZgzuL1kcU7BYYceomcl6fk3urWJDSjLHroH/SeqyHn7f+8mVvq4PRywF/1mm2xo4vygBwq6w/777iVYfovt/exBeIgDZcqokcuZAb2trV1SxUOnD4MXtoabMXNmHwWQfV+2Sg0/9eK3rpEHL95GeTX+FKPUcnrrYNXVFuqJjcOv7QGRthx+/sLIibOScDaAVXjhObRVeNRgizlsS+huVzZtt1Ij1/SWV49yrMTCIIrDolFueP14eQbjnl0iv8zSS5uzyuxexTZ/fv/6NSiVl1dI/eAhmmyJdvwt0tigHVOAUFs/SPd5rtYnu6VhzixVorRnnQr6iiHD5kWnIV0dnTJ7VvLv1m+CUF73GJRKjFI/qJEs9/4XS/jJN1W9hc23TdtvE9tvAvdglR9Kc5IfkttvtPh2aP8wI1HWbD6E1T+k5xueQQkKc5xt9NTTzyU8RjGJ7tly7UNzBiAOPt5r910Te6BbHnvtsauuahrdx6D09be6aloPkbbnVyI+DsyF84eVY9yK+m22Gmv2pXc62FTq5OPoI/5k5Bi7Qmno0CG6KvcYVaLoKnNVpjhDKrksqrIXVtJj5RfO13HKkVaZ8oieo/neBx9GVvZKxftA3f63UleW3arbTjsn9zBAYfuRIEq4XGUlt+xlHZ5se7TtyC1Xu9upjZeN7IVn9thtZ+Mg96Me5I1DyVHnXnKaTT/VXzsvuvDiS2VWQ5OUYP42c3qgtMp1hXv9oB75LH79r6h81hjYiSl9/5uqdpKvk28yD+c38nXS6P3cKz/EtP3O1vlbR67zt1zls3oF3h2wf+gxKJ1/7jnywccfBxrLbG37kb1qa2vk9FNOMmfAYJ5vA3Rh0JO88957SQal5uZmdRq9OekYBZyZfeThh5qzkqEPcRtJcMbSPnvu3sfIg7OXV1x++SSDEnQI36h85972P5VcZreAs+fnQAdzxmkn69b7k9RZpve8Jp2Wm3O74SwKA1lQHU4qmWrppZZUfdlGZstl6EpSxXPLXm5Wlj/yhxVKfg1KfmRiv3I28pCKt185yZbDz99cZSW8w2lQyjU9HEeCVWSTv/jCbNON3wj0Xk49p7Nc2DYb51hi1wXU++VXX2vOWnLG8fPZyl5+DEqDh8yj8+OyHPTrOj/Oh3wWQv/bqTr6OTnNj3Ppf3tqKkp861Q/WWH1k0XEN8mgVFVVI5VzVyi1tjQFmJB0y3K6Qun4ACuU6upq5YB99zbGECgFRo5YznhrfvTJp7oN13+lpbVVNlbFPZT0115/s+ksMCAcfMB+Zm92dAxYWbG+es7CoxaHvDkNSli626ZbS7ynFuuPNc1SHa1WXWVlY5DC6o033vyPaZVuxT9WO8HgBGXFl19NMXvJwqgCZTS2YLEGpUXVGHS4GoM++ewzszc6zgiaPqNHAbXB+uuqQWFz3Sv0dTPwfvf99+Y8KLdSAwPoTrpV38orrWCUOfAOmWeeYcZgsZga12DU+vW338y74QU8UhU/2MJuyrRpZksYKCJg/MIKIEzaYShaacXldfu7e9RY1q55X8jw+u6HH8zyWxyCCAFmW93S7/0PP0ycrYQB9KAD9pXvddko8oxyLj9qlDnAEAc4Pj13hVOqiXU2BiUcjIhlppnqxW9doxJT8baHIWPpMfbqrdG2jm3jRo0YYQ5mnD07e+NGbW2t2a4E78W+rqifJZdYwgh2777/gTyrbQvB3a7MRf3PrdTINT0ISBtvtIEZHH/QLRlnzZpt8jR16tdm2yL7Xvt3wzHrm3qFR8fV195o4tp72fz1a1AqLS3TVZA1xgO2tbXFeBNk8x4bF6uKqqqqtZ13SosKzPgbJFSrZ0SFKinbNC9BDUEw4qBMCEgjyOQIz+be/4oK3WW6HVSNlOpKsIHnW2JWkUWRb4uObzrAAXtWgXxT48JvoFJ/k1jhTL69nELrH9Lyzc2gBONQs47DkHOgQD/2yMOM/IJ9zyHLQI6ADPP4E3qYra50xRmXJxx7pNkC+NXX3hBMjiEjYLvhhRZcsI9BCedNYhvW/7z1tjl8GdtRYEz84suvjPcs5Ba3PGFXO7319tt6Vs3/BFutYGzDnvtQiFiDEibyZ5x6kjHAYLXTr7o93w+6jR5CKrksqrIXJsKHHLi/2WYQ8sSPP/2kW84MV3liSx2bf9fDte8zspyblW1tAy17peI9fPiicvD++5r6fvWNf+s42Wq2d95i800Fq7sh62YbcpWV3LIXZHo/cnUq9tnKXthK6E9/ONgU2/6usmWA+Fapcc55F0hDk8of6lyD1d9QkGYbOL6lJpY0vuXCV/tOcKZ8lsw6knw7dX6hMn2w+UXE5F+n/BCV9hsLvnNXKJ2jK5Q++SRrg1K2shd+NdgidUHdLh9nXGIFEmQunG0EGQnnjTtXKEH2wpnIkOXgOIsxGroiOC/cfNudqjdr6GNQGjx4sDlXZqrqlp574SVpVZl+rTVWN3o5yF7OFUo4txtj2fN6lvbvv09PbIWXSi5zG5RQHpwfPm7H7fSMobdVvnxf9QOl5qzwddZaS5xnK/nR4WA83HbrLVWf9S+zG01NTbXRe0Fmxaog6EUgU+HM6DYt13U33mJWaPiVvcIyKM2aPdvId+lkYr9yNhim4u1XTkIafkOushLe4zQo5ZoeZDIYOzvVMRjGwZmzZmpbnKE7JH3f58x0vBvbE5+i51iCL3TM/3joEVzOOljZy49BKXbjm8rL1dW1PfoznTu2tgbbbSgv8+MYjG/4TVRFlq/3LlZJBqWsf019Hgh+hhKW2B51+B+TznCBQmH11VdVBf3iagAqNcaY/+oKHedKEhgPNtt0YynXrRowaH6oHiLwdIBxymlQgscFtpTA6g0MxHpalFFAQDlijUkojlvxjzOUsMR3WV3BgQqGcQUGiQUXnF/361woYVDCszBOrLrySoIlydjewx4Oh0MNMYCPGjnSeNba7QDdSg2kgXfAYAXvXSh2EKCIgeHInh2Faxg8oGSANzBWMCHAS+Qh3T/ULk/eXi3w2NbsiquvT6yegTCxrXr+4m+ZTmqwHy1WPT37/AtJ3sMQEOAhvOgii5h3QSh5Tw0kTk/SVBPrbJQa8BTAQcSZ6gXl81PXiJeKN+6ts/aaAiMWhCIElAtePlBsBQ3YogZbIy6lhiQMVBDUsN0PlHN2dZ27Xdl3uZUauJ5LemgLOGxzuq6Sw/aOw1T5hkEP+XrokceTfjt4F4SjY486wrQxHM4ZNPg1KAVNn8+RAAmQAAmkIhDcoKQihznHD44d9gwXGADgkDJi2WWMcQOOEh9/8pk5QNeuooBRaJeddjQrTLr0zBac3fiATsxOPfH4PgalK6+93sg12FoV25426kqBSZO/ULnmKXPgMkrllieQry3HbiH/t9aaZmsWTP4xrk6ZMtXIZNagZJ9dd521BY4n33z3nTkXENcRvOSyKMtecK6CPLH0kkuqLFNpHG4+//JLoyQCAwQ3K3NR/xto2Qv58OKN65DjIdtCPoY8j7LgsObX/93jzIU42YZcZCUv2cuPXJ2KfbayF8oKZeKSSy4ul1x+dUJWzJaBVWpM+POZagTGKmv94TCQAAmQAAn0A4Eeg9K5Z58lH336aZKOJNPLg8pecDSGzgT6GQSsZn7wkceMkeRXXZnhNChh+2HovGCMwXmY0JN9/c03qvd4yuw0g+e9jCRw3t5h262N0h0OP9P0Geihjj3y8CSDErZaw1avGBdr1Gg54axzkaQJuOaWy7wMSogMZyTsgoPzMhEaGxsF5xS5V51n0uEg37vorkDQ91m9DowqO+2wnSy99JJSpc6oCJM+/1xX2z+lK7d6HYn9yF5erJAeZIdsVijdesddMkb1l+lkYqTrR85GPAQv3rjuR05CvGxCLrIS3uM0KOF7Lulhlds+e+1hFhJ8OnGSDFGDKORNbHWIM+PRbt0B7Wj7bbaW6/UYDOuA5o6T6buVvfwYlDKlxfskUOgEImNQAkh0KBi43AFGHaOEaOzZQ999v7y8TA01w4xHbad6vGQKsEpDwT5bPQT8BhgpBukyNuc2JH6fDRoPQgMG/zlzUp/tAoFk3nnmNd7FGIDdIRVTlGfIkCEyY8bMtBNZnF8FXjNnznInnfN3t5HFT71kW9epMon9hsEGK3isggxx4aWCQTlT+FBXOKndKCmgjcJQNUuXOOKg5VxDkPTgYTu/Cng33nJ74rcEbx8MtthaBt44zoCywsMIws20r79x3srqMw1KWeFiZBIgARIIkUBwgxIyAUcWrGjoO6aVGseWVOM/nsOKoUY938jPgbbl5eUqdww2Dg/ud6WCgXEa75gxc0aS00uq+GFcj4LshXLD0QoOQk4ZJYzyDaTsBXm+XmWRmbptcod6lDoDnMhKVDmQLnz51VTjVe2ME0RWcj7v/pxJrnbHx/dsZS/Imti//zXdXQGGtaDBKjVoUApKkM+RAAmQQFACwQ1KeGNQ2QvPwlBg9Rj4ni4YWU11SpDl/OjJbFqQQZp05Wur7hLUH6G+vk4q9VxirDJxbo/rfncqHQ7igYmXLhGGh3l1ezTo1NLJq/mUvazOxZ497kcmzlbOdrOy39PJSXDGAtN0AbsVYIteZwgiKzmfd38Okt6aa6xmjEOXXHGV2anKpoldrTbZaEO5WI8bcetHDzv0YGlT/ertd95jo2f918peNChljY4PxJBApAxKMeTLIqUh4FZqpInab7fsOVaZXvjns88LXcmT6Z1+7h+iS+Gr1QsJ52Q5FXbj1DsHe/xfcPFlSfnGvrPwgnaeEebnPe44NCi5ifA7CZAACfQXgdwMSv2VS74nGgSiKHuBzJkTTpMK3UI2XcAWzlOmTksXZUDuZSt7QWbaYMx6ZnWS8/zNbDNvlRo0KGVLjvFJgARIIFcCuRmUcn07ny8sAm6DUlRyj7PTRyyb3pkaR2C8+PIrUclyIh+bbryRylLryuVXXZvkgL+K7hi1287j5NobbtJdeH5JxLcyk/u8zEQEnx9sOjQo+QTGaLEmQINSrKs32oWLolID3hHY3zxTyMbDJ1NaYd7HdjM4EwsHc342cbLxwllGt2vEkvQ3dX/iZ559PvE6e9jkAw8+LB9/+lniepAPNCgFocZnSIAESCAMAjQohUGxWNKIouwF9lhNnWnLNpxn4nSWiUqdZSN7YdscrE7Cmav/fKLvdizZlMkqNWhQyoYa45IACZBAGARoUAqDYrGkEVWDElZl9ayWS10T3bq1dbpVY6mfzO+dhfV8+CP+9AeZOu1reefd9+U33aJ7scWG6zEZ65mVSW6H6f322dMcP3LN9TfmJEta2YsGpfzWL1MvDAI0KBVGPcUylxuqdyY8CK65/qZYlm+gCrXm6qvJeuuuI9i2B2cV/KJ7Kn+iBqNXX38jafDEoZRLLL6YHsx5R85CAg1KA1XbfC8JkAAJ0KDENuCfAGUv/6yyielX9lpxheXNea133v23nLfRtkoNGpSyqSnGJQESIIEwCNCgFAbFYkkD4/XOesbTPffdL7/88muxFDvv5YQuC45SCy6wgDkrbIZuqTx12jR58ulnk46gGDp0iBxy4P7y4kuvyAd6dEUuwcpeNCjlQpHPxoUADUpxqUmWgwRcBOBtAo9f9zkFrmihfKVBKRSMTIQESIAEAhCgQSkAND5CAnkh0J+yl1Vq0KCUl6pkoiRAAiSQhgANSmng8BYJ9DuBiooKc/58vl9sZS8alPJNmukXAgEalAqhlphHEog4ARqUIl5BzB4JkECMCdCgFOPKZdFIICUBq9SgQSklIt4gARIggTwRoEEpT2CZLAlEmoCVvWhQinQ1MXP9RIAGpX4CzdeQQJwJ0KAU59pl2UiABKJNgAalaNcPc0cC+SFglRo0KOWHL1MlARIggdQEaFBKzYZ3SCC+BKzsRYNSfOuYJfNPgAYl/6wYkwRIIAUBGpRSgOFlEiABEsg7ARqU8o6YLyCBCBKwSg0alCJYOcwSCZBAzAnQoBTzCmbxSMCTgJW9aFDyxMOLRUaABqUiq3AWlwTyQYAGpXxQZZokQAIk4IcADUp+KDEOCcSNgFVq0KAUt5pleUiABKJPgAal6NcRc0gC4ROwshcNSuGzZYqFRyB0g9LSSy0lJ514gtx2590yddrXhUeEOSYBEsiaAAxKa6+1hpx88mlSUlqiz+MfAwmQAAmQQP4JdEtlRaVcecVl8tIrr+q/1/L/Sr6BBEhgwAlA9tp0443k9DP+LDNnzdT8UPYa8EphBkiABIqEQI9B6awz/yxNzc2q+7qnSMrNYpJAcROwBqXrb7hRPvn0U4VB2au4W0Rxlz50g1J9Xb1cfNEFakyaxoG1uNsWS19EBA45cD9p72iXKy6/igalIqp3FpUESCAKBHqUGuede7bMnjOHslcUqoR5IIF+IACD0rrrrCMnnHgSZa9+4M1XkAAJkEAvgR7Z609//IMMGTqUslcvGH4igVgTsM48Z519rvzy6y9aVhqUYl3hLFxaAqEblKS7W444/HBZccUVdGDlKqW09HmTBGJAwA6q9z/wgLz22us6pmJQ5cAag6plEUiABAqCQLdA9tpxxx1ky7FjKXsVRJ0xkySQGwHrIfv6G2/I3/9+P2Wv3HDyaRIgARLIkkCP7LXmmmvIwQcdxBXiWdJjdBIoVALnnfVnmTJlilx62eWUvQq1Epnv0AiEbFDSfKlSY4nFF5dTTz3ZrFLC1ivc+i60+mJCJBApAlah8dVXX8kll14upaWlcwfWSGWTmSEBEiCBeBNQ2auyslImnDFe5ptvPio24l3bLF2RE4DsBWee+fW3fv5fL5RZs2ZR9iryNsHikwAJDAABlb26urrkqCOPMM7U3HZ4AOqArySBfiJgZa+lllxSrr76Wpk0eTJlr35iz9dEl0CSQalc9+AvL6+Qzs4OaW9rDZTrEl2dUFpWLquuvJLst+/eRsGB7e9oVAqEkw+RQCQJYEBFwIAKY9Itt9wqs2fNFilTg1Ka1UklJaVSoUpPGJ462tuko6PDpJPtf2Xl5VKh/RWE+Pa2NrVjd2WbhIlfUVklZdpfdep2fe2anyChtKzM5AXPIo2uzs4gyUg4/S/5poIfNl/UdSfbbwI3fo9lOcsPve2XfBNozYfMfNVTtrNLFl1sUTnk4INloYUWMk49lL2SOfIbCRQyAafsNWPGDLnt9jtkypdfSUVVtZRpH5zb/I39b6q2kbn/TfVk73Wn/MvxrZcLPpFvMg/7Laz5Bflaosl/w+HbrXPacqmtqZGDDtxfRo8eRdkrGTO/kUAsCED+gt4L4c677pa33/pvRr0X4sa5/+1Q/Rn0eUFCOP1vtPiWq34S+qaw9JOFwjfJoFQ/aEgPBFWIzpk9Q5W0qqDIMkDRW1NTpyuVuqS6ulLGrL+erLDC8jJs2DBNqcR3ambXrER83aM2+6yYd8HA1RNySQMphJtOELYmFyYb4eZFK4t8expJz25tIdd1HPlCafHDDz/Iu+++Jy+/8opyK1XDTJnjdzIXqOsP+oe6+sHGoNTa0iLNTQ2uGP6+1tTWSVV1jemwmxrmqGGq3d+DjljoGwYNHmoM4BgMG+aoh2+AUKmKHOQHobmpUdpaWwKkIhJW/0u+3vjJ15sL2683l8LsH7pVodxpxrGxW4yV1VZdRRZYcAHTP6OU4clVJrW54Cg/zAVBvhaEx19n26P82wvIycWPrKi/Nvnt11/lo48+ludfeEFaW9uM7FVfr/M3dZCBQ0vQ+RsmwrWhy2ezAzkO9fS/w1Q+KzPKijjIZ+HxrVf5t3qu/Eu+9teUzLfZyOP2XjZ/a2rJ14tXPvg2NswO5JgVtf6hTs8PxzwYhuLVV1tZ1lxzTRk+fFHjsOjF0utatmOBVxq4Fl46UdI1mZKZIlN+MBjMf+HVNfn2Uu395OY7c+ZMmfjZRHn51Vfkl19+86X3Qmq9+ocOlc9mBtKvY8FHbf2gufqzcMa3uPS/5NvbZp2fwtfvpG6/SQYlKCLhsQ+v64Y5wRo8FMa1tYNMeVpaGnsEuoQ1yL9VqLKyWidHFSJd3dLS2hzI6x9DYbUat0p0QtLZ3q4Tr2YnZ9+fy3UFQ6UqrxGgLA6ivMazVVU16kFYId3qRdzS3KDTwuwDJlfVmo6Ulugkqz2w8pp8vdmTrzcXXE1uv4097VdH2zL9V2K2usPqpPTBGJTqBpv4bfp7hAEmSMDvGgalbl2h1NgYfEKCQQirKrAiEwNrkFCpfSYmoAjNzcENSmH1v3Xk61mN8eQ7VNtvOduvq8bD6x8KkK8686Bf7ITc5ZK9oje+qRJGV7VSPktuwOHJZyHw1f6lEjKnhkjJv20q/7YFc94obL5zlXwu2Sv08a1F5TOVZ4IEOBVizpS7fBZC/1ul8lmNlc8atA0H232DfL1bQiX5eoKBwaN+UBjtVx3W4KSroVn1Bmy/Pbgjx7duUGIu2dAwy/R9PTn1r+lJks9yGd/UybFcdU2568/CkB8qVH6oNijadEzpUGfUICFZ/xCC/ox8k6qBfJNwJL7AiIP2C6mr1eh/tf26ZK9E5DQfwpYfWvW31BJUPlMHaMj00ZDPHOObOpi3BdwdjXy9G58xKFn5IRS+7cb53suon2RQgmIK2z91dXUaY4V39tJfxSCPH2CJMXjM3RJIlRpdCcVG+uft3dLSMh2cy7TBd/cMQFk+b9NBmZAWvPawqiJIgLIcXBCQBn6EQQK2AsQqDvANulUSOjIYuJAnpIG0ggTyTUGNfFOAURumq/2WKiu0R/zmtUGmfM55o7d/QPttN970zvt+P+N3hN+26R80Ha/OzU9aELp7+oeOQF60eAe274NRCgFlwjLXICHc/pd83XVAvm4iPd/Zfr254KrtHzDuBx2zB4QvjEqQmdyyV0THN6yq6qJ8lmiIYctn5JtAaz4UOl8v2SvO41vB9b/JzS3xLaryb/z4lpjxGv1ekNAzv1DnT5Xl4UCa6/yCfJNrIb581XlZ9TJm+ye37JWMwPtbQj5D+1WZKCf9DubH2n4hV+WoP4uf/EC+7gbo1u+47/v6XgTttwS/JS1nNnovsMPqTjAOS7+OfobjW2+rJN9eFs5PYekf/PBNMig5MxHqZyg3Qk2QiZEACQw0AeMn69OQNNB55ftJgARIoOgIUPYquipngeNPgLJX/OuYJSQBEihgApS9CrjymHUS8CZA2cubC6+SQP8YlMiZBEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEigYAnQoFSwVceMkwAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkED/EKBBqX848y0kQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkULAEaFAq2KpjxkmABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEigfwjQoNQ/nPkWEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEihYAjQoFWzVMeMkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIk0D8EaFDqH858CwmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAkULAEalAq26phxEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEugfAjQo9Q9nvoUESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAECpYADUoFW3XMOAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAn0DwEalPqHM99CAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAgVLgAalgq06ZpwESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAE+ocADUr9w5lvIQESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIIGCJZBkUKqurpWqmhppb2uV5qZG6e7uzrpgpaVlUlNbJ2VlZdLS0ixtrS1Zp4EHKiurTV66OjulublR8Df7UCK1mpeKqipp1by0NDdln4Q+UV5eIdW1tfqpRNNolI729kDpkK83tvIK5VtDvn3phNR+Dd86k3xO7VfrqKo6x/5B+4Wampj1D2HzbdX+V/uZQP1vWHyrqqVa67ozCv0v+fbtGsyViPYPbL9J9dUzvoXY/5Iv+SYRSPGlRPsHHWtzln/Z/3oDJl9vLnq1Mgz5gXzzyrdE+UIWj2L/0KTyrwrAKcuf6kZphORf8k1VS+H0D+RLvqkJeN9h/+DNBVehgzP6HZ1fNKn+Vzvg1JFT3CHfFGD0Mvl6s8nH/Jjtt5d1f/JNMigNHjqPMQRBjps147dACk1kvn7wUDW9iLSpYapxzuzekmXxqa5+sE5KqkyX1jB7lhpx2rJ4uicqBI4hw+YT/aOK0S6ZPfP3rNPAA+hka+rqzbMt2tEGNUyRrzf+KjVk1tTNVbiRbwJScvvt1PY7PXEvmw/k602LfL254Gr4/W8M268K3o0NURnfgvOFo0N1FPtf8k36gYYuP5Av+f5/+3bXkzAMBQA0MQhKNP7/f+kDH07FeLulsDJYyNiShRxf1g4h5Oxy1/W2hcDlTnoQfomFWelvVuPf0eL3c9AisbHGD3wvxx3fyy7pbDk+E79Zqph/kB8yS32c7/hB/OYLtXhexvzZRzN/9ojxu435s69hC7vHiV++OdbOj3zPRZp+MT4Tv0ekKcZn+/CtHiE/vEf9YpnrF/O5v03tWxSU0mqleodS3Mh2u82gglKqUK/Xb1GYWtS7eaqBO5RWscJtFd/n7/Abu6U29Ur5YyTf3IgVmlEISoWpar+vV/3f/NbWPz7HTb79QP0zoLiVPo5vC7XV5NvCKJqPF79p5+Kr/FBc5dzJ+eE78m/KeUN2KM3KN60wjms9t/zLN0dccxw7//LlWwpc6ckPV2BiEVPa4RHj38Md49/0wJfutfJvl5lv1ySdGXP8IH67xny7JvnM3Ma/4jdfmdNR/J4szlvi91yk6c/x+eIp5ier2AV5z/zkI+eHNP87ZIdozg98u7+Fdn7ge/KZIj/wndh3G/nhwg7GoqB0+gpaBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBBoBBSWRQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0CugoNTL40UCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAEFJTFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQK6Cg1MvjRQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQUlMUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQINAr8A9EMRNzc7E8KgAAAABJRU5ErkJggg==",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "display.Image(\"assets/vary_distance.png\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "seps = 7\n",
    "distance = np.linspace(1, 1.5, seps)\n",
    "dispatch_id = ct.dispatch(vary_distance)(distance=distance)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "One thing to note here is the value of `seps` which are the number of separations to be there in `np.linspace`. This directly translates to the number of sublattices that will be created and hence its dependent on the hardware upon which this experiment is being run. Thus, if you see that the experiment is taking a long time and is not finishing, then try again after lowering the value of `seps`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "COMPLETED\n"
     ]
    }
   ],
   "source": [
    "result = ct.get_result(dispatch_id, wait=True)\n",
    "print(result.status)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Lastly, we plot the workflow computation results of the system energy as a function of the nitrogen molecule spacing after performing structural relaxation of the copper slab and nitrogen molecule system."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 1, figsize=(6, 4), facecolor=\"w\")\n",
    "ax.plot(distance, result.result, marker=\"o\")\n",
    "ax.set_xlabel(\"Nitrogen molecule spacing\")\n",
    "ax.set_ylabel(\"Structural relaxation energy of Cu + ${N}_2$\")\n",
    "plt.tight_layout()\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Summary\n",
    "\n",
    "In this tutorial, we saw how to translate a computational simulation problem into a workflow comprised of subtasks using the `covalent` library with the `electron` and `lattice` decorator. The primary benefits of *covalent* are as follows:\n",
    "\n",
    "1. When lattices are executed, all the parallelizable sub-lattices (constructed via both electron and lattice decorator) are automatically executed in parallel\n",
    "2. Nested workflows can be constructed very easily making this a versatile tool for high performance computing. \n",
    "3. Lastly, covalent handles the serialization / deserialization of the workflows as the jobs are submitted to the server. "
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "new",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.18"
  },
  "vscode": {
   "interpreter": {
    "hash": "65f23ff11413a1b24e6045f226bbb649c5d31fd62a4c12b34b399c99ac705181"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
